text stringlengths 6 976k | token_count float64 677 677 | cluster_id int64 1 1 |
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1. Definition of Book-Keeping: It is the art of recording monetary transactions in the books of account in the proper manner. According to E.L.Kohler: Book-Keeping as "the process of analysing , classifying and recording transactions in accordance...
A prime number is the positive integer. (Besides ) which is divisible by 1 and itself. Examples: 2, 3, 5, 7, 11, 13, 17, 23, 29 etc. A number which is not prime is called a composite number. 0 is neither a prime nor a composite number. The number... | 677.169 | 1 |
Problem Solving In Math College Algebra
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A common difficulty with mathematics courses is the dreaded word problem. This course is designed to provide students with a strong foundation in algebra, graphing, and problem-solving skills.
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The Art of Problem Solving mathematics curriculum is designed for outstanding math students in grades. Learn the basics of Algebra while preparing for future courses in Calculus through this credit-eligible college level math course. College Algebra provides students a college level academic experience that emphasizes the use of algebra and functions in problem solving and modeling, provides a foundation in quantitative literacy, supplies the algebra and other mathematics needed.
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Solving Math Algebra Problems | Solving Algebra Math...
Helps math problem solving. Algebra, at Cuyamaca College. A common difficulty with mathematics courses is the dreaded word problem. Graphing. Topic Review on Title. See all 24 lessons in College Algebra, including concept tutorials, problem drills and cheat sheets Teach Yourself College Algebra Visually in 24 Hours.
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College Algebra Tutorial 21: Absolute Value Equations
Let us go over a few important Math equivalents of English for numbers. a solid foundation for subsequent courses in mathematics. Next Course. Next Course. Fractions 3. Polynomials were some of the first things ever studied in Algebra.
Measurement 4. Students will be able to classify and identify different problem types in college algebra and select suitable problem solving techniques.
Intended Course Outcome 4 Students should be able to solve mathematical application problems appropriate to the course in all oregon state university essay requirements transfer level mathematics. | 677.169 | 1 |
This website is intended to provide extra learning resources in algebra for middle school and high school students. The...
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This website is intended to provide extra learning resources in algebra for middle school and high school students. The approach is to teach math concepts in basic terms using examples and diagrams, if necessary.
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Mike Estela
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Jun 19, 2012inite Math for Windows is a software package that enables students to easily solve problems and/or check their work in...
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Finite Math for Windows is a software package that enables students to easily solve problems and/or check their work in Finite Mathematics. It consists of 17 modules that correspond to the chapters in most Finite Mathematics books. Use of the software is intended to move the students from the calculator world into the more business-like world of software to help prepare them for their careers.
Material Type:
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Author:
Howard Weiss
Date Added:
Jan 25 Finite Math for Windows to Bookmark material or Course ePortfolio
This is a site that is meant to explain to writers what statistical data means. However, it is also a simple review, with...
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This is a site that is meant to explain to writers what statistical data means. However, it is also a simple review, with examples, of statistical analysis from "Means" to "Sample Sizes."
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Flash based module that help students learn how to use a protractor. Written by Mark Robinson.
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Mark Robinson
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May 30, 2011
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Jul will help the user understand the logic and procedures of hypothesis testing. To make best use of this...
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This exercise will help the user understand the logic and procedures of hypothesis testing. To make best use of this exercise, the user should know how to use a z table to find probabilities on a normal distribution, and how to calculate the standard error of a mean. Relevant review materials are available from the links provided. The user will need a copy of the hypothesis testing exercise (link is provided), a table for the standardized normal distribution (z), and a calculator. The user will be asked several questions and will be given feedback regarding their answers. Detailed solutions are provided, but users should try to answer the questions on their own before consulting the detailed solutions. The end of the tutorial contains some "thought" questions.
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Oct 14 Hypothesis Testing -- The Z-Test designed to give students practice in calculating basic probabilities using the binomial distribution. The...
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This tutorial is designed to give students practice in calculating basic probabilities using the binomial distribution. The applet gives students short problem descriptions that require a binomial probability to solve. The user is then prompted to follow a step by step process to find the probability. Users must answer a step correctly before the applet will allow them to move onto the next step. The page also gives further exercises that allow the user to think about binomial distributions more deeply and gives a link to more detailed information about the binomial distribution. This tutorial is one of a number of easy-to-use statistics tutorials developed by Larry Green
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Nov 29, 2003 for the 2011 SoftChalk Lesson Challenge.'Differential equations show up in many...
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This lesson received an honorable mention for the 2011 SoftChalk Lesson Challenge.'Differential equations show up in many areas of science and technology. In fact, they turn up any time there is a relation involving some continuously varying quantities and ther rates of change. We have actually dealt with differntial equations before. A common modeling problem involving differential equations is the determination of the velocity of a ball falling which has an acceleration which is the acceleration due to gravity minus the acceleration due to air resistance. This is a differential equation because the derivative of the velocity of the ball depends on the velocity, thus finding the velocity as a function of time involves.' solving a differential equation.'In this section we willExamine the basic form of differential equationsVerify solutions to differential equationsDetermine slope fields for differential equationsFind solutions to differential equations numerically using Euler's methodFind solutions to differential equations using seperation of variables.'
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May 08 Differential Equations to Bookmark material or Course ePortfolio | 677.169 | 1 |
algebra lessons and related applications to enhance student motivation for learning.
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Michael Sakowski
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Sep 24, 2007 over 300 math tutorial videos for the subjects of arithmetic, algebra, trigonometry, and calculus. All are hosted...
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There are over 300 math tutorial videos for the subjects of arithmetic, algebra, trigonometry, and calculus. All are hosted you YouTube and are 10 minutes or less. The purpose of these videos are to enhance the understanding of concepts in addition to providing example problems. Animations and the graphing calculator are integrated when appropriate.There are two ways to access the videos.1. There is a blog that hosts all of the videos. From the blog the videos can be searched by topic or browsed by course.2. There is a website that hosts all of the videos. From the website the videos are listed by course and organized by topic.
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Presentation
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James Sousa
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Jul 29, 2010 some brief information about the artist, tessellations, polyhedra, interesting aspects about the artist's...
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This site offers some brief information about the artist, tessellations, polyhedra, interesting aspects about the artist's work, analyzing the "logic of space", and self reference information. I enjoyed the graphics and examples of Escher's art. There are fun links that enable you to learn about making your own models of the regular polyhedra, using Platonic Solids Model Paper. I would recommend this site to any student who would like to learn about the relationship of math and art.
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Nov 23, 2005 recording of a webinar by the authors of the material, "Demos with Positive Impact" ("...
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This is a recording of a webinar by the authors of the material, "Demos with Positive Impact" (" target=״_blank״ as part of the MERLOT Classics Series on Elluminate. It is a good opportunity to explore the site from the authors' eyes and to gain insight into how they use it in classes.It would be good for a faculty development workshop or for individual enjoyment.
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AssignTemplate - Assignment Format for MATH 135 and MATH...
Assignment Format for MATH 135 and MATH 137 Mathematics is a language of precision – a "no loop-holes" form of communication. An essential part of your mathematics education here at UW thus involves learning how to "write mathematics" in a clear and concise manner, which both promotes and conveys your understanding of the ideas that you are trying to communicate. This further benefits you by making your work easier to mark, resulting in more meaningful and helpful (and often more generous!) feedback. To that end, when writing solutions for your Assignments in MATH 135 and MATH 137, use a header on your first page as shown to the right. There is no need to have a separate cover page – please save a tree! In acknowledging those from whom you received help, include TAs, classmates, and anyone else with whom you discussed the problems. A good rule of thumb is to never write up your final solutions with someone else; that way, what you write will be distinctively yours. MATH 13_, Assignment #__
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Algebra help
Basics of algebra algebra is a division of mathematics designed to help solve certain types of problems quicker and easier algebra is based on the concept of. Welcome to ixl's algebra 1 page practice math online with unlimited questions in more than 200 algebra 1 math skills. Algebra help resource to help students with algebra at all levels. Find helpful math lessons, games, calculators, and more get math help in algebra, geometry, trig, calculus, or something else plus sports, money, and weather math. Algebra help this section is a collection of lessons, calculators, and worksheets created to assist students and teachers of algebra here are a few of the ways you.
Algebra help there are a couple ways to get help with your algebra. If you need help in college algebra, you have come to the right place note that you do not have to be a student at wtamu to use any of these online tutorials. The math help and test prep that gets you better math marks learn with step-by-step video help, instant practice, diagnostics and a personal study plan.
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Mathematics AS/A Level at Gloucester Academy
Course description
At the turn of the century, the Times Educational Supplement reported that A-level mathematicians earn, on average, 10% more than those without the qualification!
The course picks up from the GCSE without any shocks or surprises and begins to explore deeper and more interesting mathematical ideas that will train your mind to think logically at increasingly complex and abstract levels. This is what gives you the problem-solving
mind that is so employable as you embark on a career.
A-level maths demands a large amount of independent work outside of lessons so it is important to ask yourself… Do I have an inquisitive mind with a natural attention to detail? Am I a motivated learner with good self-discipline to complete set tasks? If
so, then A-level maths is for you!
Course content
Some of the first topics you study on the course are:
Algebra and Functions Coordinate geometry in the (x, y) plane
Sequences and series
Differentiation and Integration.
Entry requirements
GCSE grade B in mathematics (minimum), preferably A/A*
Assessment
The course is examined though a series of modules (3 for the AS, 6 for the full A2). These will be a combination of pure and applied modules usually in decision or statistics.
Future opportunities
With an A-level in maths you will have one of the most versatile subjects for application to a huge number of further courses in the Sciences and Medicine, Engineering, Computing and many more besides. As one of the most renowned Alevels for its scope and
difficulty, it also holds a great deal of weight as you look for apprenticeships, training schemes or other employment on completion of Sixth Form studies.
Further information
Use of tablets, laptops and multimedia to support learning. Updates, links and course content available on the Academy's Virtual Learning Environment (VLE).
How to apply
If you want to apply for this course, you will need to contact Gloucester Academy directly. | 677.169 | 1 |
Digital media courses arise in a variety of contexts ―Computer Science, Art, Communication. This innovative series makes it easy for instructors and students to learn the concepts of digital media from whichever perspective they choose. The Science of Digital Media demystifies the essential mathematics, algorithms, and technology that are the foundation of digital media tools. It focuses clearly on essential concepts, while still encouraging hands-on use of the software and enabling students to create their own digital media projects.
Instructor Resources:
Community Website
Solutions to Exercises in text
Student Resources:
Active Book (e-book version)
Example code from text (for students not purchasing interactive website) 1827N35062227 | 677.169 | 1 |
Linear Algebra
What?
Basically, you need to know what a vector and a matrix are, the notation to represent them, and how to do basic operations with them (addition, multiplication, transposing, dot products, that sort of thing).
Why?
Datasets are usually represented as matrices where each rows is a data point and each column is a feature. When you talk about single data points or parameters to machine learning algorithms, they're typically vectors. You can avoid a lot of confusion by having your vector/matrix knowledge up to date.
Statistics
What?
Arguably if you don't brush up on anything else it should be this.
You should know your means from your medians, your Gaussian distribution from your multinomial, and you should know about the Central Limit Theorem.
Understanding sampling and hypothesis testing is also important.
Why?
"Data scientists are statisticians because being a statistician is awesome and anyone who does cool things with data is a statistician."
Robert Rodriguez, President, American Statistical Association
OK so the head of the American Statistical Association might not be the most reliable source on how useful statistics is.
Overlooking that, the point is that data science is in many ways computational statistics. You can't get away from the fact that understanding fundamental statistical concepts is essential to make any sense of data.
Probability
What?
Being comfortable with representations of probability and seeing probability distributions is enough to cover your bases. You shouldn't be thrown off by phrases like "conditional probability" or "random variable".
Why?
Understanding probabilities is a useful life skill anyway. Humans are typically not wired to intuitively understand probabilities (I recommend The Drunkard's Walk on this subject). Being able to do it is a good skill for a data scientist. Also, many machine learning algorithms deal with probabilities and probability distributions one way or another.
Calculus (optional)
The word "optional" might be controversial among some data scientists. I'd argue that you can go a long way in data science without ever calculating a partial derivative.
Having said that, knowing what a partial derivative is and what it's used for can't hurt. Some machine learning algorithms (neural networks, linear regression) require that understanding if you want to go into the details. Don't go anywhere near "gradient descent" until you understand why you'd want to set a partial derivative to zero.
So high school level calculus (derivatives, integrals, the 'chain rule') are useful concepts to know, but don't start there. The other things I've mentioned above are more important.
Resources
Khan Academy has been my favourite resource for brushing up on maths subjects. Something about Sal Khan's teaching style really resonates with me.
For more advanced topics, the YouTube channel mathematicalmonk is also excellent.
For linear algebra, getting familiar with the numpy library is also a good idea if you already know some Python, as numpy encourages you to deal with vectorised operations.
If you already have programming experience, check out Project Euler – it's a series of mathematical challenges you solve by writing code. It might not be immediately related to data science, but it's a great way to get a bit more motivated about maths.
Hopefully I've convinced you that you don't need a PhD in maths to embark on the road to data science! | 677.169 | 1 |
Lesson 4-7 Sequences and Functions
Objective: To identify and extend arithmetic sequences using function notation Essential Understanding: Some sequences have function rules that can be used to find any term in the sequence. When the pattern in a sequence is identified, the sequence can be extended | 677.169 | 1 |
Product Information
Discover how algorithms shape and impact our digital world All data, big or small, starts with algorithms. Algorithms are mathematical equations that determine what we see based on our likes, dislikes, queries, views, interests, relationships, and more online | 677.169 | 1 |
Temisha B.
Instruction is designed to reinforce mathematical skills taught in the previous courses with additional advanced computation including an emphasis on Algebraic concepts. Students study fractions | 677.169 | 1 |
COOKERY
TUTORIAL
Math Tutorial (Calculus and Statistics)
High school level of calculus and statistics tutorial.
This tutorial mainly focuses on high school students (IB Math HL Students) who is interested in learning calculus and statistics. The calculus part of the tutorial includes the basic to intermediate such as integration by parts and partial differentiations. The statistics part of this tutorial may include core statistics to high level statistics such as hypothesis testing and hypergeometric/geometric distributions. | 677.169 | 1 |
Basic Algebra
This page contains central results which are well-known at senior high
school level but not always proved. In order that a proof make sense it
is important that axioms and other fundamental assumptions are stated explicitly.
This is so, in particular, when the proved results seem self-evident.
Axioms
a+b=b+a
commutative law for addition
a·b=b·a
commutative law for multiplication
(a+b)+c=a+(b+c)
associative law for addition
(a·b)·c=a·(b·c)
associative law for multiplication
a·(b+c)=a·b+a·c
distributive law
a+0=a
the number 0
a+(-a)=0
opposite number
a·1=a
the number 1
a·(1/a)=1 om a<>0
inverted number
Usually the multiplikation dot is, of course, not needed.
Definitions
a-b=a+(-b)
defines subtraction
a/b=a·(1/b) if b<>0
defines division
Priority
Multiplication and division have higher priority than addition and
subtraction.
Operators with the same prioriy are applied from left to right.
The order of the operations can be changed by parentheses.
The priority rules can be expressed by means of a set of formulas,
e g
ab + cd = (ab) + (cd) , a -
b + c = (a - b) + c , -abc
= -((ab)c) .
Substitution
By a formula we mean an identity, ie an equation which holds
for all allowed values of the variables.
The axioms, definitions, and priority formulas above are formulas in
this sense.
If all occurences of a variable in a formula are replaced by another
variable a new formula is obtained.
Likewise, replacements of a variable by an expression enclosed in parentheses
or by a digits results in a formula.
If a subexpression within parentheses, identical to one side of a formula,
is replaced by the other side of the formula, then the two expressions
constitute the two sides of a new formula.
If a subexpression (u) within parentheses is replaced by a variable
A, not occuring before, then an identity with the new expression
at one side gives a formula on back-substituting (u) for A.
Examples: The first three types of substitution, appled
to a + b = b + a , give e g
Rewriting (simplifying) an expression means, in principle, the formation
of a series of identities by means of earlier known ones and substitution.
The correctness of the statements about substitutions is obvious since
a substitution means inserting a value for one or several variables, and
identities hold for all values of the variables.
The nine axioms are exactly those defining a field in abstract algebra.
So, they hold for the rational numbers, the real numbers, and the complex
numbers separately. Some examples of the implications of the above formulas
follow.
Rational numbers
When the values take (non-negative) integer values, some of the above
formulas give the usual rules for calculation with fractions. The usual
technique for addition and subtraction, finding the least common denominator
etc, is not among the theorems above. Its correctness follows, however,
from a combination of some theorems.
Real numbers
The solution of the equation ax = b is, of
course, b/a for any non-zero a and any
b. The usual way to find this is to divide both sides of the equation
by a. But why is this allowed? Well, it follows from the non-existence
of zero-divisors, ie the theorem ab = 0 implies a
= 0 or b = 0. To see this, notice that b = a·b/a
, and use the equation. Then
Another method: x = (ax)/a = b/a
. However, the first method can be use more generally in rings of a certain
kind (domains) provided b is a multiple of a. Then the ninth
axiom does not hold and is not needed.
Complex numbers
The complex numbers can be defined as the field with elements
a + b·i , a, b real,
and i² = -1.
We will use the non-existence of zero-divisors to solve the equation
x² = -1 . Of course, i and -i are solutions
but we must show that these are the only ones. The equation implies | 677.169 | 1 |
Core 3 coursework comparison
Figure 3 core log porosity density comparison figure 4 core log neutron from petroleum #p-7 at federal university of petroleum resources. A set of videos to teach the core 3 a-level maths syllabus tailored to edexcel exam board but applicable to most a-level examinations. Text of objective : saxon math course 3 citations: narrative standards for mathematical practice solution for reasonableness and possible : 1 make sense of problems and. Oxford, cambridge and rsa examinations mei structured mathematics 63 methods for advanced mathematics, c3 methods for advanced mathematics (c3) coursework. Common core state standards literacy ehandbook compare and contrast illustrations and photos students should identify one or more of the following similarities. The coursework assessment sheet is both detailed and prescriptive and should be issued to students as they start their coursework comparison of methods (3) 1 1 1.
Ccssela-literacyrl39 compare and contrast the themes, settings, and plots of stories - reading:literature - 3rd grade english language arts - common core. Submit by email only coursework requirements on comparison of the methods (c3) coursework numerical methods 3. Engagenyorg grades 3 – 8 ela and math common core assessments board of regents december 2012. This is the final of a set of 5 presentations and accompanying notes that take students through the c3 coursework the presentation highlights the requirements of the.
Maths (core maths 2, 3 and 4) open learning course content study maths through open learning and this will allow you to study at your own pace using self-study packs. Home a level and ib mathematics c3 coursework c3 coursework use as example only do not copy, even in part 30 / 5 comparison of methods. Level 3 mathematical studies (core maths) preparing to teach course materials now available comparison of maths content in other a-levels.
The general certificate of secondary education and a rough comparison between them they are awarded a grade 3, and controlled assessment and coursework tasks.
Ocr mei c3 coursework this student written piece of work is one of many that can be found in our as and a level core & pure mathematics comparison of methods.
Common core edition (chapter-lesson) 12 compare properties of two functions each represented in a different way prentice hall mathematics course 3.
Common core state standards for mathematics table of contents introduction 3 monitor and evaluate their progress and change course if necessary older students. View homework help - week 1 sdlc 3 from cis 510 at strayer compare the six (6) core processes in the sdlc give your opinion on which one you believe is the least. Between 28 ghz and 33 ghz intel only offers two core i7 speed of 33 ghz for about $200 of course core i3 vs core i5 comparison. | 677.169 | 1 |
Mathematics
It all adds up to a good time...
High School math these days is like university math used to be when your parents were your age – it takes the right kind of teaching to master the ins and outs of linear functions and quadratic equations. St. Andrew's High School's Math department has the answer with distinct streams of study to help you find your way.
Advanced students can be challenged throughout the programs and aim for Calculus where the sky is the limit. For those of us who haven't built a time-machine in our closet yet, there's Workplace and Apprenticeship Math 10 and Foundations and Pre-Calculus 10 – offering different paths to take you up the y-axis at your own pace, laddering up to higher coursework when you are ready.
Success in math will do more than just help you balance those student loans and get the taxes you paid from your summer job back – St. Andrew's math teachers work with all levels of math students to give them a solid foundation to carry forward at the post-secondary level | 677.169 | 1 |
During student teaching, I developed an activity for my Algebra II class that used a CBL to introduce the graph of a parabola. By asking students to make predictions about the CBL's graph and to interpret the graph as it related to the real-world situation of rolling a tennis ball up an inclined pipe, I was able to use available technology to help students see the connections between mathematics and the real world, rather than seeing parabolas as a purely abstract idea. We then extended this idea to the theoretical height-time equation of a projectile fired on Earth, and investigated the relationships among the graph, the equation, and the situation. | 677.169 | 1 |
Ncert 9th Class Guide Of Mathematics
Ncert 9th Class Guide Of Mathematics
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On the shoulders of giants : new approaches to numeracy by National Research Council Staff(
Book
) 10
editions published
between
1990
and
1994
in
English
and held by
1,397 WorldCat member
libraries
worldwide
Essays on mathematics offering a framework to change approaches to mathematic education
Everybody counts : a report to the nation on the future of mathematics education by Board on Mathematical Sciences(
Book
) 5
editions published
in
1989
in
English
and held by
1,115 WorldCat member
libraries
worldwide
"Mathematics is the key to opportunity. Yet, because of the lack of mathematical literacy, many students are not prepared
for tomorrow's jobs. Everybody Counts suggests solutions. Written for everyone concerned about our children's education, this
book discusses why students in this country do not perform well in mathematics and outlines a comprehensive plan for revitalizing
mathematics education in America."--Publisher's description
Reshaping school mathematics : a philosophy and framework for curriculum by National Research Council (U.S.)(
Book
) 7
editions published
between
1989
and
1992
in
English
and held by
704 WorldCat member
libraries
worldwide
As momentum for change in U.S. education continues to grow, questions about the nature and goals of mathematics education
take on increasing urgency. This report proposes a framework for reform of school mathematics mainly through reshaping of
the mathematics curriculum. Chapters included are: (1) "a Rationale for Change," describing changing conditions; (2) "a Practical
Philosophy," discussing the nature of mathematics and the goals of mathematics education; (3) "Redesign from a Technological
Perspective," discussing the use of calculators and computers; (4) "Redesign from a Research Perspective," discussing ways
mathematics instruction needs to change based on numerous study findings; and (5) "Framework for Change," suggesting six principles,
goals, and enabling conditions for the mathematics curriculum of the future. Lists 101 references. (Yp)
Measuring up : prototypes for mathematics assessment by Mathematical Sciences Education Board Staff(
Book
) 6
editions published
in
1993
in
English
and held by
401 WorldCat member
libraries
worldwide
Laura Jewell presents "Measuring up," an activity for students in grades 5-8 that reviews vocabulary associated with measurement.
The activity is available in PDF or HQX format and is part of Explorer, a collection of educational resources concerned with
math and science education. The High Plains Regional Technology in Education Consortium provides the activity online
A challenge of numbers : people in the mathematical sciences by Bernard L Madison(
Book
) 6
editions published
between
1989
and
1990
in
English
and held by
366 WorldCat member
libraries
worldwide
The mathematical sciences, based largely in academia, are crucial not only for the development of new knowledge but also as
a needed resource in the education of our technological work force. As with other scientific professions, the challenge of
meeting the growing need for workers in the face of shrinking supplies will require a program of national action, but the
situation in the mathematical sciences is particularly severe. This report describes the circumstances and issues related
to the human resources in the mathematical sciences, principally students and teachers at U.S. colleges and universities.
It contains data from a large number of existing sources and provides a comprehensive set of data describing the demographic
situation in the mathematical sciences. Chapters include: (1) "Introduction and Historical Perspective"; (2) "The U.S. Labor
Force and Higher Education"; (3) "College and University Mathematical Sciences"; (4) "Majors in Mathematics and Statistics";
(5) "Mathematical Scientists in the Workplace"; and (6) "Issues and Implications." A list of 123 references, 45 figures, and
22 tables of data are appended. (Cw)
Global perspectives for local action : using TIMSS to improve U.S. mathematics and science education by Mathematical Sciences Education Board, and Continuing to Learn from TIMSS Committee, National Research Council Committee on Science Education K-12(
Book
) 4
editions published
in
1999
in
English
and held by
242 WorldCat member
libraries
worldwide
"Companion piece to the National Research Council's report, Global perspectives for local action: Using TIMSS* to improve
U.S. mathematics and science education (NRC, 1999a). The guide, derived in part from the report and most usefully accompanied
by it, is designed primarily for workshops for groups of education decision-makers--workshops that will support long-range
efforts to improve K-12 student performance in mathematics and science"--Page xi
Learning from TIMSS : results of the Third International Mathematics and Science Study : summary of a symposium by Alexandra S Beatty(
Book
) 2
editions published
in
1997
in
English
and held by
30 WorldCat member
libraries
worldwide
This summary report is an additional component of the effort to foster dialogue in the education research and policy communities.
The major elements of the Third International Mathematics and Science Study (timss) are described, and highlights of the discussion
that took place at the symposium held on February 3-4, 1997 in Washington, dc by the National Research Council (nrc) are presented.
Emergent themes are also explored. The first section provides a description of the study and of the presentations made by
the timss researchers. The following two sections summarize, respectively, the questions and critiques that presenters raised
about the study itself and the major policy issues that were addressed. The last section summarizes the major ideas that emerged
from the symposium. (Contains 18 references.) (Ask)
Mathematical and scientific development in early childhood : a workshop summary by Alexandra S Beatty(
Book
) 3
editions published
in
2005
in
English
and held by
3 WorldCat member
libraries
worldwide
The National Research Council (nrc), through the Center for Education (cfe), wishes to build on the work in early childhood
it has already done. In particular, the nrc wishes to focus on research on young children and their learning of mathematical
and scientific ideas. The workshop that is the subject of this report, one in a series of workshops made possible through
a grant to the cfe from the National Science Foundation, is the starting point for that effort. The center's mission is to
promote evidence-based policy analysis that both responds to current needs and anticipates future ones. This one-day workshop
was designed as an initial step in exploring the research in cognition and developmental psychology that sheds light on children's
capacity to learn mathematical and scientific ideas. The workshop brought experts together to discuss research on the ways
children's cognitive capacities can serve as building blocks in the development of mathematical and scientific understanding.
The workshop also focused on curricular and resource materials for mathematics and science found in early childhood education
settings as a means to examine particular research-based assumptions that influence classroom practice. The sole purpose of
this report is to describe the discussions that took place at that workshop. However, issues for further investigation are
explored in two afterwords
Improving mathematics education : resources for decision making by Steve Leinwand(
Book
) 2
editions published
between
2000
and
2001
in
English
and held by
0 WorldCat member
libraries
worldwide
This report describes the message of current publications in mathematics education. Eight documents were selected to be reviewed
which provides a starting point for readers. Papers include: (1) "Principles and Standards for School Mathematics"; (2) "Adding
It Up: Helping Children Learn Mathematics"; (3) "How People Learn: Brain, Mind, Experience, and School"; (4) "Before It's
Too Late: a Report to the Nation From the National Commission on Mathematics and Science Teaching for the 21st Century"; (5)
"Educating Teachers of Science, Mathematics, and Technology: New Practices for the New Millennium"; (6) "The Mathematical
Education of Teachers"; (7) "High Stakes: Testing for Tracking, Promotion, and Graduation"; and (8) "Every Child Mathematically
Proficient: An Action Plan of the Learning First Alliance." (Contains 10 references.) (Yds) | 677.169 | 1 |
What is your problem about math investigatory project ? Can you give me more information on the problems you encountered regarding math investigatory project ? I myself had experienced many problems on my algebra projects. I tried hiring a/an algebra tutor to tutor me, but it was too expensive. The most practical way to help you answer your math problems is by using a good program. Among all math programs I encountered, it's the Algebra Helper that really surpassed my expectations. Aside from giving errors-free answers, it also shows a step-by-step solution that led to the answer. It's really a good program to learn from but remember to avoid copying answers from the program because it would really not help you if you'd just copy the solutions. Use it just to understand how to solve certain math problems.
Even I got help from Algebra Helper to learn the concepts of Intermediate algebra a year back. It is worth investing in the purchase of Algebra Helper since it offers powerfultraining in Basic Math and is available at a nominal rate.
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Algebra Helper is the program that I have used through several math classes - Algebra 1, Intermediate algebra and Algebra 2. It is a really a great piece of math software. I remember of going through problems with inequalities, adding numerators and graphing lines | 677.169 | 1 |
Year 7 Equations
$7.00$5.00Product Description
What's in Year 7 Equations for students?
"Algebra is the gateway to exploring the world around us."
Doing equations is achievable for all students and learning to master the process of solving them is arguably, the best way for students to understand what the equation is telling them. Equations in reality are just the beginning for a student to be able to solve more complex problems.
For the inquisitive Year 7 student, much can be learned through the ability to solve Algebraic Equations especially when they gain some insight into just how much equations have been used to create our modern society. Albeit, equations have existed for many centuries.
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Algebra and arithmetic are the parents (Queen and King) of all other branches of mathematics, calculus, quantum mechanics, relativity, string theory, matrices etc
About year 7 EquationsEquation Problems and Solutions
The answers are included in the workbook and follow on immediately after the questions that have been set out. Care is taken to ensure that the problems faced in each session will provide ample practice and revision questions on equations that will not only challenge the thinking of the student but will also eliminate one the main reasons why children | 677.169 | 1 |
Comparing Notes on Computing Across the Curriculum
Efforts to Enhance Course Content for Student Exposure
At the 2016 Joint Mathematics Meetings, held in Seattle this January, SIAM hosted a panel in collaboration with the American Mathematical Society and the Mathematical Association of America. The panel focused on "Computing Across the Curriculum." Motivated by the emergence of data science, industrial mathematics, and mathematical modeling as necessary workforce skills, faculty are now considering the challenges and benefits of incorporating computing into their courses. Lee Zia, Deputy Division Director for the National Science Foundation's Division of Undergraduate Education (DUE), chaired the session.
To help frame the presentations and subsequent discussion, panelists Kathleen Fowler (Clarkson University), Jeffrey Humpherys (Brigham Young University), Eric Kostelich (Arizona State University), and Suzanne Weekes (Worcester Polytechnic Institute) considered several questions. (1) What does the phrase "computing across the curriculum" mean to you? (2) What forms does "computing" take in this characterization, and in what ways are "data science" or "big data" being addressed? (3) Describe the way(s) in which your department has incorporated computing within your curriculum, and the challenges you have encountered in implementing such a vision. (4) What opportunities to collaborate with other disciplines have you and your colleagues exploited?
Panel members described efforts to reinforce course content by integrating computing into pre-existing courses. Humpherys offered examples of teaching least squares paired with a focus on the numerical methods used to compute solutions, such as QR decomposition. This idea extends to analysis, linear algebra, optimization, probability/statistics, differential equations, control theory, etc., as well as approximation theory and theoretical computer science. Ultimately, students are able to code a simplified algorithm and compare output to an industrial strength version. Once they prove the concept computationally, they can and are expected to use the industrial strength algorithm. Humpherys encourages the use of the term "predictive analytics" over "big data," observing that while the latter term is in vogue, it obscures the important point that mathematical analysis is useful in many settings. Even "small" examples lay the groundwork for understanding general applications of mathematical thinking.
Fowler considers the inclusion of computing components as a necessary method for helping students grow into innovative problem solvers. She requires computing with applied projects in her large-scale freshmen calculus courses. Although grading is a challenge, the trade-offs are worthwhile. Students gain early experience in writing technically, working collaboratively, and tackling open-ended problems. First-year students typically have some experience with Excel, and advanced students often use Python or Matlab, exploring how these programs can be used with modeling to approach real-world problems.
At Worcester Polytechnic Institute (WPI), computing across the curriculum is a priority. All students take calculus, which includes an hour in the computing lab with Maple exercises to reinforce or introduce calculus concepts. Non-faculty instructors and graduate teaching assistants lead these labs. Weekes says that all classrooms are equipped with computer projection systems, so faculty can readily demonstrate concepts using their favorite software. For example, differential equations faculty regularly use Matlab and Maple to demonstrate concepts like resonance and solutions to systems such as predator-prey models and the SIR model.
Weekes also spoke about higher-level courses such as linear programming and math modeling with ODEs, where students solve interesting problems and explore theory after an introduction to Matlab and access to functions such as linprog.m or pplane6.m. Some faculty use COMSOL and Maple in a lab section of a course entitled Boundary Value Problems to have students solve BVPs numerically and to, for example, demonstrate the collision of solitons. In Probabilistic Methods in OR, a colleague uses Python/NumPy for in-class examples, and students use a programming language of their choice to simulate Markov chains and implement the Metropolis Hastings algorithm.
Weekes emphasized that having excellent computing support resources at WPI has been key to making computing across their curriculum successful. In particular, some university staff offer training sessions to introduce students to scientific software applications; they do this outside of regular class time.
Kostelich suggested that, as motivation, interested faculty look at the January/February 2000 issue of Computing in Science and Engineering, edited by Jack Dongarra and Francis Sullivan, which presents a list of the "top 10 algorithms" of the 20th century;1 the list includes the Metropolis algorithm, the simplex method for linear programming, Quicksort, and the fast Fourier transform. Kostelich would add the Kalman filter, public-key cryptography, and shotgun genome sequencing to their list – but regardless of what one's "top 10" might be, Kostelich argued that all mathematics undergraduates should have some in-depth exposure to a few of them.
The panel was well received and the panelists fielded questions regarding how to advance computing culture in audience members' own home departments. In addition, each panelist spoke of his or her interactions with other disciplines; they all agreed that finding allies in different departments can help increase the number of students taking mathematics, which is ultimately good for home departments. Panel members also urged mathematicians to seek such allies in disciplines like economics and biology, in addition to the more traditional ones in engineering and the physical sciences. Many audience members voiced excitement about the notion of computing across the curriculum, but expressed simultaneous concerns about making it a reality. Conversation indicated that a shortage of graduate students to serve as TAs, lack of support from peers and department chairs, inadequate computing facilities, and outdated course offerings are all real hurdles.
To make a case for integrated computing in mathematics courses, Zia and an audience member also discussed the need for careful assessment. Such assessment could help promote change and demonstrate the benefits and trade-offs in this form of curricular improvement. Zia pointed out that DUE's core funding program, Improving Undergraduate STEM Education (IUSE), is a natural place to seek support for such work. He added that mathematicians have not been as active in submitting proposals as their other disciplinary colleagues, and encouraged the field to engage in such efforts.
To this end, a major takeaway from the session was that efforts are needed to prompt faculty at a wide range of colleges and universities into integrating more computing in their curriculum. The mindset already exists among a majority of SIAM members (and the practices of many SIAM faculty members). With the formation of the SIAG on Applied Mathematics Education (SIAG/Ed), SIAM members have an opportunity to help share best practices, advice, and support with colleagues who have a genuine interest in making these changes. The 2016 SIAM Conference on Applied Mathematics Education, to be held September 30-October 2 in Philadelphia, is an ideal place to generate more discussion. The SIAM Education Committee is in the process of incorporating this theme into some of the proposed minisymposia for the conference.
1 An article summarizing the list appeared in Volume 33, Number 4 of SIAM News.
Kathleen Fowler is an associate professor of mathematics at Clarkson University and a member of the SIAM Education Committee. Eric Kostelich is President's Professor of Mathematics at Arizona State University, where he runs a summer undergraduate research program. Jeffrey Humpherys joined the Department of Mathematics' faculty at Brigham Young University in 2005. He also serves on the SIAM Education Committee, along with Suzanne Weekes, an associate professor in the Department of Mathematical Sciences at Worcester Polytechnic Institute. Lee Zia is the Deputy Division Director for the National Science Foundation's Division of Undergraduate Education (DUE), prior to which he was a professor in the Department of Mathematics at the University of New Hampshire.
The SIAM News Blog brings together updates on cutting edge research, events and happenings, as well as insights on broader issues of interest to the applied math and computational science community. Learn more or submit an article or idea. | 677.169 | 1 |
This document is designed to present a process for reviewing, evaluating, and revising a mathematics program at the building or district level. It is organized into the following sections: 1) Philosophy and Rationale, addressing the global reasons for including mathematics in the total program; 2) Expected Outcomes, outlining expectations at the end of elementary, middle, and secondary years; 3) The Existing Program; 4) Program Evaluation, evaluating the existing program along four paramenters; 5) Available Resources; 6) Needs and Recommendations for strengthening the program; 7) Sequencing the Topics, examining the sequences for possible modification; and 8) Course Descriptions, writing new grade/course outlines. The material is designed to be helpful to both educators and concerned lay persons. (MP) | 677.169 | 1 |
Differential equations coursework aeroplane
So, i'm going to put this bluntly we've been set this piece of coursework on the mei spec (module is differential equations) by our teacher and he's given. Nonlinear equations of motion – examples of airplane dynamic system models • moment of linear momentum of differential. Coursework administration differential equations by far the most popular task is "aeroplane landing" there are three recurrent difficulties in the. Differential equations coursework aeroplane landing click to order essay essay writing guide melbourne uni essays, research paper example essay part. Learn differential equations online from 122 differential equations courses from top institutions like korea advanced institute of science and technology and georgia.
Economist detained for doing math on an airplane of course, does have arabic i'd better never read differential equations for dummies on a plane :-d. Modelling the landing of an airplane a piece of coursework which i did when studying differential equations for my further mathematics a level. Preface what follows are my lecture notes for a first course in differential equations, taught at the hong kong university of science and technology. Ordinary differential equations and dynamical systems gerald teschl this is a preliminary version of the book ordinary differential equations and dynamical systems.
American airlines says woman expressed suspicion about university of pennsylvania economics professor, who was solving a differential equation. A new introductory course in differential equations sign in now to see your channels and recommendations. This syllabus section provides the course description and information on meeting times this course is a study of ordinary differential equations.
I've been having a bit of trouble with my mathematics coursework we have to model an aeroplane that has just landed with two equations one prior to braking, one. A differential equation is an equation that differential equations which we shall consider these rules for determining the integrating factor in this course. One of the modules for further maths (mei) is differential equations (de), within which there is an element of coursework the task of my class is to model.
A differential equation is a mathematical khan academy video playlist on differential equations topics covered in a first year course in differential equations. A summary of basic concepts of differential equations.
A-level mathematics/mei/de coursework structure the total one modelling assignment involving the use of differential equations at an appropriate level of. Differential equations (notes) / basic concepts definitions some of the common definitions and concepts in a differential equations course. | 677.169 | 1 |
Beginning & Intermediate Algebra This package includes MyMathLab (R). Understanding Algebra Through many successful editions, the Angel team has developed a text that students can read, understand, and enjoy. They've done this by pairing clear explanations (in short sentences!) with detailed examples and thorough exercise sets. This Media Update to the 4th edition of Elementary & Intermediate Algebra provides the same great pedagogy from the Angel team, but with expanded and updated resources to give your students even more tools to understand algebra. This program provides a better teaching and learning experience for you and your students. Here's how: MyMathLab improves results with a new video lecture series and a new downloadable Student Workbook that can be packaged with the text and/or the MyMathLab code.Carefully crafted exercise sets give students the practice they need to build understanding.Clear, visual presentation gives students content in a readable, easy-to-understand format. Personalize learning with MyMathLab MyMathLab is an online homework, tutorial, and assessment program designed to work with this text to engage students and improve results. Within its structured environment, students practice what they learn, test their understanding, and engage with media resources to help them absorb course material and understand difficult concepts. 0321927362 / 9780321927361 Elementary & Intermediate Algebra for College Students, Media Update, 4/e Package consists of: 0321431308 - MyMathLab -- Glue-in Access Card0321654064 - MyMathLab Inside Star Sticker0321927346 - Elementary & Intermediate Algebra | 677.169 | 1 |
Math Ref by Happy Maau Studios, LLC
Math Ref by Happy Maau Studios, LLC - Math Ref is an awesome application that includes over 1,300 helpful equations, notes and more. From Algebra to Chemistry, Math Ref is a comprehensive list of equation at your finger tips.... | 677.169 | 1 |
Monday, 17 October 2016
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MATHEMATICS STUDY MATERIALS,CCE MATHEMATICS E-CONTENT,CCE MATHS ANALYSIS,CCE CONTENT FOR MATHEMATICS,DOWNLOAD CCE MATHEMATICS CONTENT PDF. This study material contains gist of the topics/units along with the assignments for self assessment. Here are some tips to use this study material while revision during pre-boards and finally in board examination. PRINCIPLES OF EVALUATION OF MATHEMATICS IS VERY IMPORTANT FOR BOTH TEACHERS AND STUDENTS IN 5% EXTERNAL EVALUATION PROCESS.
•Go through the syllabus given in the beginning. Identify the units carrying more weight age. •Suggestive blue print and design of question paper is a guideline for you to have clear picture about the form of the question paper. •Revise each of the topics/ units and attempt the questions given for self assessment.
•After attempting the self assessment part, consult the question bank where questions carrying one, two, three, four marks are given. Revise them. •After revision of all the units, solve the sample paper, and do self assessment with the value points. •Must study the marking scheme/solution of previous year paper which will enable you to know the coverage of content under different questions.
•Underline or highlight key ideas to have birds eye view of all the units at the time of examination. •Write down your own notes and make summaries with the help of this study material. •Turn the theoretical information into outline mind maps. •Make a separate revision note book for diagrams and numerical as well. | 677.169 | 1 |
MPS Multimedia QuickStudy Algebra 2 for PC, Mac
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MPS Multimedia QuickStudy Algebra 2 for PC, Mac
Take the quick path to math success and build algebra skills! Product Information Quickstudy Algebra 2 provides a solid educational foundation that will raise grades and test scores and improve math skills in the classroom and beyond. Using step-by-step animations real-time quizzes and a fun 3-D interface Quickstudy Algebra 2 gives students the tools they need to master key algebra concepts. Take the stress out of high school math. The curriculum-based lessons are designed by educators to help students understand and practice critical thinking and problem-solving skills in an engaging interactive learning environment.
Available From algebra skills fast! Speedstudy Algebra 2 provides a solid educational foundation that will raise grades and test scores and improve algebra skills in the classroom and beyond. Boost grades and test scores! Using step-by-step animations, real-time quizzes and a fun 3-D interface, Speedstudy Algebra 2 gives students the tools they need to master key algebra concepts.Take the stress out of high school math The curriculum-based lessons are designed by educators to help students understand and practice critical thinking and problem-solving skills in an engaging, interactive learning environment. Topics include: Intersection of Lines Second Degree Equations | 677.169 | 1 |
****ESSENTIALS OF MATHCAD FOR YOUR STUDENTS. A QUICK REFERENCE REVIEW!!Mathcad: A Tool for Engineering Problem Solving explains how to use Mathcad 13 (Student and Standard), This book is current with the latest release of mathcad, with the focus on the fundamentals, is enriched with great motivating applications, solid homework problems, appealing to both engineers and scientists.
Using the author's considerable experience of applying Mathcad to engineering problems, Engineering with Mathcad identifies the most powerful functions and features of the software and teaches how to apply these to create comprehensive engineering calculations. Many examples from a variety of engineering fields demonstrate the power and utility of Mathcad's tools, while also demonstrating how other software, such as Microsoft Excel spreadsheets, can be incorporated effectively. This simple, step-by-step approach makes this book an ideal Mathcad text for professional engineers as well as engineering and science students. A CD-ROM packaged with the book contains all the examples in the text and an evaluation version of the Mathcad software, enabling the reader to learn by doing and experiment by changing parameters. * Identifies the key Mathcad functions for creating comprehensive engineering calculations * A step-by-step approach enables easy learning for professional engineers and students alike * Includes a CD-ROM containing all the examples in the text and an evaluation version of the Mathcad software
Electrical Engineering 101 covers the basic theory and practice of electronics, starting by answering the question "What is electricity?" It goes on to explain the fundamental principles and components, relating them constantly to real-world examples. Sections on tools and troubleshooting give engineers deeper understanding and the know-how to create and maintain their own electronic design projects. Unlike other books that simply describe electronics and provide step-by-step build instructions, EE101 delves into how and why electricity and electronics work, giving the reader the tools to take their electronics education to the next level. It is written in a down-to-earth style and explains jargon, technical terms and schematics as they arise. The author builds a genuine understanding of the fundamentals and shows how they can be applied to a range of engineering problems. This third edition includes more real-world examples and a glossary of formulae. It contains new coverage of: Microcontrollers FPGAs Classes of components Memory (RAM, ROM, etc.) Surface mount High speed design Board layout Advanced digital electronics (e.g. processors) Transistor circuits and circuit design Op-amp and logic circuits Use of test equipment Gives readers a simple explanation of complex concepts, in terms they can understand and relate to everyday life. Updated content throughout and new material on the latest technological advances. Provides readers with an invaluable set of tools and references that they can use in their everyday work.
Teamwork, projects, collaborative problem solving, innovation, and creativity are central to success in engineering, especially in the increasingly global economy. The overall goal of Teamwork and Project Management, Fourth Edition is to prepare you for these aspects of professional practice in engineering. The approach involves engaging you in activity, reflection, and collaboration to build your knowledge and skills. The fourth edition represents a major redesign and includes an expanded number of collaborators. Specific goals for readers of Teamwork and Project Management, Fourth edition include: Ë To help frame the project team and identify and use an appropriate project management team. Ë To understand the dynamics of team development and interpersonal problem solving. Ë To identify strategies for accelerating the development of true team effectiveness. Ë To understand the critical dimensions of project scope, time, and cost management. Ë To understand the critical dimensions of project scope, time and cost management. Ë To explore a variety of best practices including anticipating, preventing, and overcoming barriers to project success.
This is a simple, concise book designed to be useful for beginners and to be kept as a reference. MATLAB is presently a globally available standard computational tool for engineers and scientists. The terminology, syntax, and the use of the programming language are well defined and the organization of the material makes it easy to locate information and navigate through the textbook. The text covers all the major capabilities of MATLAB that are useful for beginning students. An instructor's manual and other web resources are available.
Oakes/Leone is an introduction to engineering text. Although introduction to engineering is not offered at all schools, we are seeing the course grow (22% up in last two years TWM Research) as students enter engineering schools and drop out in their second year because they are overwhelmed bythe math and physics and have not received any engineering instruction at all. As such, this course and text strive to introduce students to the topics in engineering including descriptions of the various sub-fields, math fundamentals, ethics, technical communications, engineering design and studentsuccess skills. The market is segmented between a soft approach to engineering-leaving out math and physics altogether, and a more comprehensive approach to engineering including math and physics. Oakes Brief is for the former segment and Oakes Comprehensive is for the latter segment. The book is successful becauseit covers the basic course needs well.
Elementary Principles of Chemical Processes, Binder Ready Version 4th Edition prepares students to formulate and solve material and energy balances in chemical process systems and lays the foundation for subsequent courses in chemical engineering. The text provides a realistic, informative, and positive introduction to the practice of chemical engineering. This text is an unbound, binder-ready version.
Franco's "Design with Operational Amplifiers and Analog Integrated Circuits, 4e" combines theory with real-life applications to deliver a straightforward look at analog design principles and techniques. An emphasis on the physical picture helps the student develop the intuition and practical insight that are the keys to making sound design decisions.is The book is intended for a design-oriented course in applications with operational amplifiers and analog ICs. It also serves as a comprehensive reference for practicing engineers. This new edition includes enhanced pedagogy (additional problems, more in-depth coverage of negative feedback, more effective layout), updated technology (current-feedback and folded-cascode amplifiers, and low-voltage amplifiers), and increased topical coverage (current-feedback amplifiers, switching regulators and phase-locked loops).
The Second Edition features new problems that engage readers in contemporary reactor design Highly praised by instructors, students, and chemical engineers, Introduction to Chemical Engineering Kinetics & Reactor Design has been extensively revised and updated in this Second Edition. The text continues to offer a solid background in chemical reaction kinetics as well as in material and energy balances, preparing readers with the foundation necessary for success in the design of chemical reactors. Moreover, it reflects not only the basic engineering science, but also the mathematical tools used by today's engineers to solve problems associated with the design of chemical reactors. Introduction to Chemical Engineering Kinetics & Reactor Design enables readers to progressively build their knowledge and skills by applying the laws of conservation of mass and energy to increasingly more difficult challenges in reactor design. The first one-third of the text emphasizes general principles of chemical reaction kinetics, setting the stage for the subsequent treatment of reactors intended to carry out homogeneous reactions, heterogeneous catalytic reactions, and biochemical transformations. Topics include: Thermodynamics of chemical reactions Determination of reaction rate expressions Elements of heterogeneous catalysis Basic concepts in reactor design and ideal reactor models Temperature and energy effects in chemical reactors Basic and applied aspects of biochemical transformations and bioreactors About 70% of the problems in this Second Edition are new. These problems, frequently based on articles culled from the research literature, help readers develop a solid understanding of the material. Many of these new problems also offer readers opportunities to use current software applications such as Mathcad and MATLAB®. By enabling readers to progressively build and apply their knowledge, the Second Edition of Introduction to Chemical Engineering Kinetics & Reactor Design remains a premier text for students in chemical engineering and a valuable resource for practicing engineers.
The primary goal of Introduction to Finite Element Analysis Using Creo Simulate 1.0 is to introduce the aspects of finite element analysis (FEA) that are important to the engineers and designers. Theoretical aspects of finite element analysis are also introduced as they are needed to help better understand the operations. The primary emphasis of the text is placed on the practical concepts and procedures of using Creo Simulate in performing Linear Statics Stress Analysis; but the basic modal analysis procedure is covered. This text is intended to be used as a training guide for both students and professionals. This text covers Creo Simulate 1.0 and the lessons proceed in a pedagogical fashion to guide you from constructing basic truss elements to generating three-dimensional solid elements from solid models. This text takes a hands-on exercise intensive approach to all the important Finite Element Analysis techniques and concepts. This textbook contains a series of twelve tutorial style lessons designed to introduce beginning FEA users to Creo Simulate. The basic premise of this book is the more designs you create using Creo Simulate, the Better you learn the software. With this in mind, each lesson introduces a new set of commands and concepts, building on previous lessons. | 677.169 | 1 |
2-line display scientific calculator combines statistics and advanced scientific functions and is a durable and affordable calculator for the classroom. The 2-Line display helps students explore math and science concepts in the classroom. Runs on both battery and solar power.
The TI-84 Plus graphing calculator offers three times the memory, more than twice the speed and a higher contrast screen than the TI-83 Plus model. It's keystroke-for-keystroke compatible, too.
Count on TI calculators at exam time. You can use this TI graphing calculator on the PSAT, SAT, and ACT college entrance exams and AP tests and the IB exam. | 677.169 | 1 |
You are here:
Rationale
Why study mathematics and statistics?
Inspire thinking
Mathematics and statistics make sense of information, experience, and ideas by engaging students to think:
flexibly and creatively
critically and effectively
strategically and logically.
'Go down deep enough into anything and you will find mathematics.'
Dean Schlicter
Stimulate creativity and curiosity
Mathematics and statistics open the door to a world of beauty, mystery, and awe. They provide students with the enjoyment of intellectual challenge: opportunities to explore ideas and to wrestle with interesting problems. Mathematics and statistics provide ways of connecting abstract ideas with real world thinking.
'The essence of mathematics is not to make simple things complicated but to make complicated things simple.'
S. Gudder
Equip students for the 21st century
Mathematics and statistics equip students with the knowledge and skills to be global citizens in the 21st century. Effective citizens have the ability and inclination to use mathematics and statistics at home, at work, and in the community by:
using problem-solving strategies
using mathematical and statistical models to solve problems
making sensible estimates
using and interpreting data
evaluating mathematical and statistical information
communicating ideas.
'Statistical thinking will one day be as necessary for efficient citizenship as the ability to read and write.' | 677.169 | 1 |
KEY BENEFIT: The Eighth KEY TOPICS: Chapter topics include Graphs Polynomial and Rational Functions Conics Systems of Equations and Inequalities Exponential and Logarithmic Functions Counting and Probability and more. MARKET: For individuals with an interest in learning algebra as it applies to their everyday lives.
TABLE OF CONTENTS
 
Chapter R Review
R.1 Real Numbers
R.2 Algebra Essentials
R.3 Geometry Essentials
R.4 Polynomials
R.5 Factoring Polynomials
R.6 Synthetic Division
R.7 Rational Expressions
R.8 nth Roots Rational Exponents
 
Chapter 1 Equations and Inequalities
1.1 Linear Equations
1.2 Quadratic Equations
1.3 Complex Numbers Quadratic Equations in the Complex Number System | 677.169 | 1 |
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In this advanced math course, you will learn how to build solutions to important differential equations in physics and their asymptotic expansions. Armed with the tools mastered in this course, you will have a solid command of the methods of tackling differential equations and integrals encountered in theoretical and applied physics and material science.
The course is for engineering and physics majors. The course instructors are active researchers in theoretical solid-state physics.
Week 11. Differential EQS with linear coefficients, II.
11.1 Example1: equation of the third order, study of the structure of contours and asymptotics.
11.2 Example2 (advanced): equation of the third order, study of the structure of contours and asymptotics | 677.169 | 1 |
Learn Math 3D on Orbital One is a basic math software course set within a real time 3D environment. The software course is designed to improve your basic math skills and comprises of nine math topics, each topic has a learn section and a test section to ensures you have learnt the topic | 677.169 | 1 |
A Concrete Approach To Abstract Algebra: From The Integers To The Insolvability Of The Quintic
Paperback | August 1, 2018
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A Concrete Approach to Abstract Algebra: From the Integers to the Insolvability of the Quintic, Second Editionprovides a primer and reference on abstract algebra for readers whose interests lie in mathematics and information and physical sciences. Adopting the unique rings first approach, the work provides a gentle transition into abstract structures that will make abstract algebra more natural to interested readers.
In addition to introducing the major concepts of modern algebra, the book covers numerous applications which are intended to illustrate the concepts and convince the reader of the utility and relevance of algebra today. This Second Edition features 40% new or revised content, including complete and self-contained proofs of the fundamental theorems of algebra and the Insolvability of the Quintic, and new coverage of commutative rings and linear transformations.
Offers an extraordinarily diverse reference of the algebraic field providing foundational progression through algebraic concepts suitable for newcomers and experts alike
Demonstrates in simple language-using multiple examples and exact proofs-how most concepts within abstract algebra are actually tools used to solve difficult, but well-known problems
Explores more abstract topics while providing the classical approach of introducing groups first as automorphisms
Supports both prospective graduate students as well as prospective teachers
About The Author
Jeffrey Bergen (DePaul, Chicago), received his B.S. in Mathematics from Brooklyn College in 1976. He received his M.S. in 1977 and Ph.D. in 1981 from the University of Chicago. His DePaul career began in 1981, where he continues to do research in the branch of abstract algebra known as noncommutative ring theory. His research has rece this book is about and who this book is for 2. Proof and Intuition 3. The Integers 4. The Rational Numbers and the Real Numbers 5. The Complex Numbers 6. The Integers 7. Group Theory: A First Look 8. Roots and Factorization of Polynomials over the integrals 9. Polynomials over arbitrary fields 10. Difference Functions and Partial Fractions 11. An Introduction to Linear Algebra and Vector Spaces 12. Degrees and Galois Groups of Field Extensions 13. Geometric Constructions 14. Group Theory: Solvable and Symmetric Groups 15. Insolvability of the Quintic 16. Values of Trigonometric Functions 17. Additional Topics | 677.169 | 1 |
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Introduction to Nickzom Scientific/Engineering Calculator for Android and IOS
Nickzom Calculator+ | The Calculator Encyclopedia
Nickzom Calculator+ is an app that performs simple and advanced calculations on Mathematics, Physics, Engineering, Chemistry and Switches or Unit Conversions and lays out the solution(s) and steps for quick and easy understanding.
This app also has Age, Basic, BMI, Date, Financial, Time, Time Zone, IP Subnet, Number Base and Scientific calculator and 30+ Unit Converters.
There are so many other sub topics in this major topics. For Example in Linear Algebra, Calculator+ can calculate Matrix Arithmetic, Inverse of a Matrix, Determinant of a Matrix, Transpose of a matrix, Adjoint of a matrix, Minors and Cofactors of a matrix. It can also solve simultaneous equation using matrix method. Not only that in matrix arithmetic, one can perform any of this operation: Addition and Subtraction of a matrix, Multiplication of matrices, Multiplication of a matrix by a scalar, Division of a matrix.
In Mathematics, Nickzom Calculator+ covers with there are many sub topics under too:
For Example: In Statistics, Nickzom Calculator+ can perform operations with discrete data with and without frequencies and continuous data. Measures of Central Tendency, Measures of Dispersion and other measures such as Skewness, Kurtosis, Moment, Correlation and Regression.
For Example: In Motion, Nickzom Calculator+ can handle finding all the parameters of the first four equations of motion and other parameters such as reaction, time, frequency, angular velocity, angular displacement etc. | 677.169 | 1 |
Summary
What a splendid addition this is to the Dolciani Mathematical Exposition series! This second set of lectures on great moments in mathematics (after 1650) is a fascinating collection of pivotal points in the historical development of mathematics...The four lectures devoted to the liberation of geometry and algebra are of particular interest. The lectures should be required reading for all teachers of mathematics. --Herbert Fremont, The Mathematics Teacher Eves is never less than tantalizing and usually inspiring...each 'great moment' has detailed exercises following it, as these have been carefully chosen to illustrate the depth of the ideas in question. --C. W. Kilmister, The London Times, Higher Education Supplement As is usual with Eves' work, the books are well written and entertaining. They give an historical background to many of the best known mathematical results, and, in addition, provide interesting pieces of information about the mathematicians involved. Eves includes relevant exercises at the end of each chapter. These are a good source of different, interesting problems, and when combined with the material in the chapter, could form the basis for a mathematical project...Eves' book provides an interesting, well-written, and enjoyable account. You won't be disappointed. --David Parrott, The Australian Mathematics Teacher | 677.169 | 1 |
Popular computer algebra systems such as Maple, Macsyma, Mathematica, and REDUCE are now basic tools on most computers. Efficient algorithms for various algebraic operations underlie all these systems. Computer algebra, or algorithmic algebra, studies these algorithms and their properties and represents a rich intersection of theoretical computer science with classical mathematics.
A unique, applied approach to problem solving in linear algebra. Departing from the standard methods of analysis, this unique book presents methodologies and algorithms based on the concept of orthogonality and demonstrates their application to both standard and novel problems in linear algebra. | 677.169 | 1 |
Reviews (3)
The illustrations are okay. I was hoping for a bit more, especially under Algebra, but it's great that they not only provide relevant examples but explained step-by-step how to analyze given situations. | 677.169 | 1 |
Synopsis
Maple V Mathematics Learning Guide is the fully revised introductory documentation for Maple V Release 5. It shows how to use Maple V as a calculator with instant access to hundreds of high-level math routines and as a programming language for more demanding or specialized tasks. Topics include the basic data types and statements in the Maple V language. The book serves as a tutorial introduction and explains the difference between numeric computation and symbolic computation, illustrating how both are used in Maple V Release 5. Extensive "how-to" examples are presented throughout the text to show how common types of calculations can be easily expressed in Maple. Graphics examples are used to illustrate the way in which 2D and 3D graphics can aid in understanding the behaviour of | 677.169 | 1 |
It is important and useful to have a text on the Lebesgue theory that is accessible to bright undergraduates. This is such a text. Going back to the days of Isaac Newton and Gottfried Wilhelm von Leibniz, and even to Newton's teacher Isaac Barrow, the integral has been a mainstay of...
This second edition is a valuable, up-to-date tool for instructors teaching courses about differential equations. It serves as an excellent introductory textbook for undergraduate students majoring in applied mathematics, computer science, various engineering disciplines and other sciences. They...
In the traditional curriculum, students rarely study nonlinear differential equations and nonlinear systems due to the difficulty or impossibility of computing explicit solutions manually. Although the theory associated with nonlinear systems is advanced, generating a numerical solution with a...
Mathematical Modeling: Branching Beyond Calculus reveals the versatility of mathematical modeling. The authors present the subject in an attractive manner and flexibley manner. Students will discover that the topic not only focuses on math, but biology, engineering, and both social and physical...
Building on the success of the first edition, An Introduction to Number Theory with Cryptography, Second Edition, increases coverage of the popular and important topic of cryptography, integrating it with traditional topics in number theory.
The authors have written the text in an engaging style...
Applied Functional Analysis, Third Edition provides a solid mathematical foundation for the subject. It motivates students to study functional analysis by providing many contemporary applications and examples drawn from mechanics and science.
This well-received textbook starts with a thorough...
Elementary Linear Algebra is written for the first undergraduate course. The book focuses on the importance of linear algebra in many disciplines such as engineering, economics, statistics, and computer science. The text reinforces critical ideas and lessons of traditional topics. More importantly,...
Mathematical Modeling for Business Analytics is written for decision makers at all levels. This book presents the latest tools and techniques available to help in the decision process. The interpretation and explanation of the results are crucial to understanding the strengths and limitations of...
The Second Edition offers a major re-organization of the book, with the goal of making it much more competitive as a text for students. The revised edition will be appropriate for a one- or two-semester introductory real analysis course. Like the first edition, the primary audience is the large...
Elementary Differential Equations presents the standard material in a first course on differential equations, including all standard methods which have been a part of the subject since the time of Newton and the Bernoulli brothers. The emphasis in this book is on theory and methods and differential...
Essentials of Mathematical Thinking addresses the growing need to better comprehend mathematics today. Increasingly, our world is driven by mathematics in all aspects of life. The book is an excellent introduction to the world of mathematics for students not majoring in mathematical studies.
The...
Transition to Real Analysis with Proof provides undergraduate students with an introduction to analysis including an introduction to proof. The text combines the topics covered in a transition course to lead into a first course on analysis. This combined approach allows instructors to teach a... | 677.169 | 1 |
Synopses & Reviews
Synopsis
This updated, comprehensive handbook for scientists, engineers, and students presents, in a lucid and accessible manner, classical areas, such as algebra, geometry and analysis, as well as current research areas, such as discrete mathematics, optimization, computer science and numerical analysis. It includes definitions, results, formulas, graphs, and tables, while emphasizing concepts and methods with applications in technology and science. | 677.169 | 1 |
Kids and Teens
Polynomials
solutions, hints provided at the end of the book); provides also much of historical and bibliographic interest. Written with sparkling clarity, and from manifestly affectionate seriousness of purpose. (NW) Annotation copyrighted by Book News, Inc., Portland, OR Intended not as a text but to enrich the lives of young mathematicians-to-be who so love the field as to want to read independently in it, and to bring the pleasures of familiarity and fresh discovery into the relaxed hours of more mature mathematicians who can remember being young. Tours both the main elements and many interesting by-ways of an inexhaustible subject. Seven chapters, interrupted at frequent intervals with exercises, problems, invitations to exploration (relevant answers, | 677.169 | 1 |
Lee
Manchester Metropolitan University
2
total contributions since 2014
I am a third year university student studying mathematics and I have a keen interest in pure mathematics including Algebra, Matrices and Calculus. My goal is to help people with mathematics (including MATLAB) and explain things in a clear concise way.
:)
Professional Interests: Algebra, Matrices and Calculus | 677.169 | 1 |
ALGEBRA I
Algebra I Course Description:
Algebra I provides a formal development of the algebraic skills and concepts necessary for students who will take other advanced college-preparatory courses. This course uses algebraic skills in a wide range of problem-solving situations. The concept of function is emphasized throughout the course. Topics include: 1) exponents and exponential functions, 2) polynomials and factoring, 3) quadratic equations and functions, 4) radical expressions and equations. | 677.169 | 1 |
MTH301 Fundamentals of Mathematics II
Course Description
This continuation of MTH 209A includes concepts of measurement, geometry, probability and statistics, elementary synthetic and Euclidean Geometry. Computer programming in BASIC is introduced. Methods are incorporated whenever possible. However, both MTH 209A and MTH 301 are content/concept courses as prescribed by State regulations, not methods courses. Calculator may be required.
Learning Outcomes
Describe historically significant contributions to the development of mathematics.
Calculate and interpret descriptive statistics of samples and populations. (Measures of central tendency, measures of dispersion.)
Calculate simple probabilities.
Find the mean and variance of a probability distribution, including the binomial distribution.
Understand and calculate expected values | 677.169 | 1 |
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Elementary Mathematical and Computational Tools for
Prerequisites: Minimum grade of C- in MATH 310 and MATH 330. However, when Pythagoras�s student Hippasus tried to calculate the value of √2, he found that it was not possible to express it as a fraction, thereby indicating the potential existence of a whole new world of numbers, the irrational numbers (numbers that can not be expressed as simple fractions of integers). You have installed an application that monitors or blocks cookies from being set.
Trial division is normally only used for relatively small numbers due to its inefficiency. However this technique has the two advantages that firstly once we have tested a number we know for sure that it is prime and secondly if a number is not prime it also gives us the number's factors. To obtain a few small primes, it may be best to use the Sieve of Eratosthenes than to test each number sequentially using trial division Methods for Solving Systems of Nonlinear Equations (CBMS-NSF Regional Conference Series in Applied Mathematics) download here. Again, these are familiar properties of the rational numbers: Q forms an ordered field. Some further properties of ordered fields may be proved from the axioms. Theorem 5.4 Any ordered field has the following properties: (1) (2) (3) (4) (5) (6) If x > 0 and z < y then x · z < x · y Discrete Mathematics 3RD EDITION twotrees.s1.brinkdev.com. This is a sample schedule illustrating completion of the program. Students' actual schedules will vary based upon their readiness for Calculus and when they begin the program , cited: Scenario Logic and download here Rudolph Cambridge University Press 2002 9780521807951 Restricted Orbit Equivalence for Actions of Discrete Amenable Groups (Cambridge Tracts in Mathematics, 146) Cambridge Tracts in Mathematics volume 146 First Edition Janet Whalen Kammeyer, Daniel J , e.g. Modelling Computing Systems: download epub Modelling Computing Systems: Mathematics. The remainder function F: Z →Z is defined by F(n) =n (mod k), the remainder when n is divided by k. the kernel equivalence of the remainder function. 132.0.4 Discussion If an equivalence relation E is given on a set S, the elements of S can be collected together into subsets, with two elements in the same subset if they are related by E , e.g. Graph-Theoretic Concepts in read pdf
it really is was hoping additionally to teach that investigating mathematical issues of a ``real-life'' connection is fascinating and enjoyable to do. to achieve perform and facility in operating with modular mathematics. to hold out and write up an easy mathematical investigation , e.g. The Beginner's Guide to download online download online. yet John and Bettie might get divorced after which Bettie might marry Joe and feature a baby Rufus with Joe. yet definitely invoice and Rufus aren't comparable, simply because they've got no guardian in common Harcourt Geometry and Discrete read here read here. Ernst Joubert obtained the Vice-Chancellor's individual Award: such a lot Promising younger Researcher of the 12 months. the standards upon which nominations for this award are judged are the subsequent: a) quantity and caliber of study output as evidenced by means of permitted courses (e.g. magazine articles, books, ebook chapters permitted via the dept of Education), different complete study courses, artefacts, patents and examine gives you offered; b) impression, value and novelty of the study as judged through its influence at the educational peer neighborhood, undefined, scholarship, society, and/or coverage improvement; attainable measures should be patents, designs, club of policy-formulating committees, foreign invites, etc Combinatorics 79. Part I, download for free download for free. this implies that psychological abilities are all advancements of a lot less complicated talents possessed, e.g. via mice. i'd recommend that it's the skill to transform the analog international of constant valued indications right into a discrete illustration utilizing techniques and to permit those activated recommendations to engage through their graphical links AEB Mathematics for AS and download epub
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dme publications's shopAll resources
A set of over 120 revision questions for AQA GCSE Physics, covering:
Forces, Waves, Magnetism and Electromagnetism and Space Physics
Ideal for use as cards, booklets, revision exam preparation via the interactive whiteboard, pdfs to send to students and place on the student and staff shared are for easy access for revision. Very versatile resource.
Also available as a bundle with Paper 1 revision cards and AQA Multiple Choice Questions
Please send questions and feedback to us at
A set of over 300+ GCSE Single Mark Questions for GCSE Maths (9-1) for Edexcel.
Covers all topics of the GCSE specification from number through to probability and statistics.
Ideal for assessment, pre-assessment, exam preparation, revision, homework, whole-class teaching and independent study.
Email us at info@dmepublications.co.uk with questions and feedback.
A set of 5 tests for Edexcel GCSE Maths covering number, algebra, ratio, proportion and rates of change, geometry and measures, probability and statistics.
Well over 150 single mark, non-calculator questions in total.
Ideal for assessment, pre-assessment, identification of gaps and misconceptions, homework, exam revision and preparation, whole class teaching, independent study.
Also available in pdf format for easy file transfer.
Paper 1F also available in pdf and word format, as well as mega bundles of all materials for Paper 1F and 1H in word and pdf format.
Feedback and questions welcome via
A set of 5 tests for Edexcel GCSE Maths covering number, algebra, ratio, proportion and rates of change, geometry and measures, probability and statistics. Well over 150 questions in total.
Ideal for assessment, pre-assessment, identification of gaps and misconceptions, homework, exam revision and preparation, whole class teaching, independent study.
Also available in word format so that questions can be adapted to an almost infinite number of different questions.
Paper 1F also available in pdf and word format, as well as mega bundles of all materials for Paper 1F and 1H in word and pdf format.
Feedback and questions welcome via
A set of 5 papers covering number, algebra, ratio, proportion and rates of change, geometry and measures and probability and statistics.
More than 130 questions, which can be used as they are - or adapted to make an almost infinite number of questions.
Ideal for assessment, pre-assessment, revision, exam preparation, whole-class teaching, independent study and homework.
The questions cover the content of the Edexcel GCSE Maths specification, but they are not presented here in the same format as they are on the examination paper. This has been done on purpose to allow teachers to diagnose misconceptions and to develop metacognition whilst closing students' gaps.
For more information, questions or to give feedback - please email us at
A set of 135 questions, laid out in five separate tests, for Edexcel GCSE Maths (9-1) Paper 1F.
Cover number, algebra, ratio, proportion and rates of change, geometry and measures and probability and statistics.
Idea for assessment, pre-assessment, revision, study, exam preparation, whole-class teaching and homework exercises.
The questions cover the specification but are not laid out in the same format as the examination. This has been done to allow teachers and students to diagnose knowledge and misconceptions, and to allow metacognitive questioning and feedback so that gaps in knowledge can be efficiently determined and then closed.
Please feel free to send questions and feedback to
A set of 10 Papers - in pdf and word format for AQA GCSE Maths, covering number, algebra, ratio rates of change and proportion, geometry and measures, probability and statistics.
Can be printed out in pdf or amended in word, allowing adaptation to an almost infinite number of questions.
Ideal for pre-assessment, assessment, revision, study, exam preparation, whole class teaching, independent work. Can be used with the interactive whiteboard, emailed to students, shared on the shared area.
For feedback, email us at info@dmepublications.co.uk
A set of 36 Single Mark Questions for AQA GCSE Maths (9-1) - Geometry and Measures 36 Single Mark Questions for AQA GCSE Maths (9-1) - Ratio, Proportion and Rates of Change 32 Single Mark Questions for AQA GCSE Maths (9-1) - Probability and Statistics 10 Single Mark Question Papers for AQA GCSE Maths (9-1) - Paper 1H in word and pdf format. Covers all 6 areas of the specification from number to statistics.
Useful for assessment, pre-assessment, study, revision, whole-class teaching or independent study.
In word document format, so can be adapted to make an almost infinite number of questions.
Available in Mega bundle format here with all H tier materials and as a Giga bundle with all F tier and H tier papers.
For feedback and information, email us at info@dmepublications.co.uk
A set of 12 tests of Single Mark Questions for AQA GCSE Maths (9-1) - Paper 1H. Covers all topics from number to statistics at F tier and H tier. Supplied as pdfs and word documents.
Useful for assessment, pre-assessment, study, revision, whole-class teaching or independent study.
In word document format, so can be adapted to make an almost infinite number of questions.
Available also in Mega bundles with all H tier materials and as a Giga bundle here with all F tier and H tier papers.
For feedback, questions and information, email us at info@dmepublications.co.uk
A set of 40 Single Mark Questions for AQA GCSE Maths (9-1) - Number 40 Single Mark Questions for AQA GCSE Maths (9-1) - Algebra 25 Single Mark GCSE Questions for AQA Maths (9-1) - Algebra 30 Single Mark GCSE Questions for AQA Maths (9-1) - Geometry and Measures. Paper 1F).) - Probability and Statistics | 677.169 | 1 |
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Algebra IMAT110
Credits:
1.00
Prerequisites:
None
Next Start Date:
Next Business Day
Description:
In this class, students will build upon the foundations established in pre-algebra and basic mathematics to develop a growing understanding of how to perform operations and solve problems with real numbers. Students will focus on the importance of linear relations; develop fluency with the language and operations of algebra to analyze and represent relationships; and perform exercises in statistics and statistical methods to solve problems.
Graduation Requirements:
This course can be used toward the Mathematics requirement. N.B., diploma-seeking students who do not take Elementary Algebra must take Applied Mathematics II to meet the Mathematics requirement.
Course Materials:
Format
ISBN
Author
Title
Edition
Publisher
Notes
Online Textbook
Algebra I Materials
Must be ordered through TAA
**Materials will be sent automatically if you have not previously received them from us. | 677.169 | 1 |
Does somebody here know anything regarding texas algebra 1 worksheet? I'm a little lost and I don't know how to answer my algebra homework concerning this topic. I tried researching all tutorials about it that could help me answer my math problems but I don't really get it . I'm having a hard time understanding it especially the topics function range, solving inequalities and decimals. It will take me days to answer my math homework if I can't get any help . It would greatly help me if someone would suggest anything that can help me with my math homework.
You can find many links on the internet if you search the keyword texas algebra 1 worksheet. Most of the content is however crafted for the people who already have some knowledge about this subject. If you are a complete beginner , you should use Algebrator. Is it easy to understand and very helpful too.
I agree. Algebrator not only gets your homework done faster, it actually improves your understanding of the subject by providing useful tips on how to solve similar problems . It is a very popular online help tool among students so you should try it out.
A great piece of math software is Algebrator. Even I faced similar difficulties while solving fractional exponents, cramer's rule and rational equations. Just by typing in the problem from homework and clicking on Solve – and step by step solution to my algebra homework would be ready. I have used it through several math classes - Algebra 1, College Algebra and College Algebra. I highly recommend the program. | 677.169 | 1 |
Developing Mathematical Thinking: A Guide to Rethinking the Mathematics Classroom(Paperback)
Synopsis
The goal of this book is to begin to change the way students experience mathematics in the middle and high school classrooms. In this book you will find a theoretical basis for this approach to teaching mathematics, multiple guides and questions for teachers to think about in relation to their everyday teaching, and over 30 examples of problems, lessons, tasks, and projects that been used effectively with urban | 677.169 | 1 |
MERLOT Search - materialType=Tutorial&category=2514&sort.property=dateCreated
A search of MERLOT materialsCopyright 1997-2018 MERLOT. All rights reserved.Tue, 20 Feb 2018 07:29:29 PSTTue, 20 Feb 2018 07:29:29 PSTMERLOT Search - materialType=Tutorial&category=2514&sort.property=dateCreated
4434What is value of sin, cos, tan at 0, 30, 45, 60, 90 degree
Learn how sin cos tan table is formed and how to memorise it at teachoo.Sat, 7 Oct 2017 08:48:21 -0700Chapter 1 Number Systems - Class 9
Learn the basics of algebra in Number systems.You will learn the types of numbers - natural, whole, integer, rational, irrational.As well as how to convert fractions into decimals. And how to express rational and irrational numbers on the number line.Thu, 28 Sep 2017 00:11:19 -0700Find integration log x or lnx - Integration by Parts - Examples
In this tutorial, we learn how to find integral of ln x. We use integration by parts.Fri, 22 Sep 2017 09:01:53 -0700Review of Division for GED Math
This handout is a review of division for GED math. Fri, 23 Dec 2016 17:12:06 -0800Ángulos
Características y Tipos de ÁngulosFri, 14 Oct 2016 15:04:53 -0700Sequencer
This site contains an applet that allows the user to create various sequences by inputting a starting number, a multiplier, and an add-on. A given element of the sequence is obtained by multiplying the preceding number by the multiplier, and then adding the add-on. A graph of the resulting sequence and a list of the elements of the sequence are displayed in the applet.Fri, 2 Sep 2016 19:14:23 -0700Algebra/Trig Review
This review was originally written for my Calculus I class but it should be accessible to anyone needing a review in some basic algebra and trig topics. The review contains the occasional comment about how a topic will/can be used in a calculus class. If you aren't in a calculus class you can ignore these comments. I don't cover all the topics that you would see in a typical Algebra or Trig class, I've mostly covered those that I feel would be most useful for a student in a Calculus class although I have included a couple that are not really required for a Calculus class. These extra topics were included simply because the do come up on occasion and I felt like including them. There are also, in all likelihood, a few Algebra/Trig topics that do arise occasionally in a Calculus class that I didn't include. Because this review was originally written for my Calculus students to use as a test of their algebra and/or trig skills it is generally in the form of a problem set. The solution to the first problem in a set contains detailed information on how to solve that particular type of problem. The remaining solutions are also fairly detailed and may contain further required information that wasn't given in the first problem, but they probably won't contain explicit instructions or reasons for performing a certain step in the solution process. It was my intention in writing the solutions to make them detailed enough that someone needing to learn a particular topic should be able to pick the topic up from the solutions to the problems. I hope that I've accomplished this.Mon, 1 Aug 2016 14:42:59 -0700Symbolab Math Solver
This site allows the user to enter in a wide variety of math problems. The computer solves the problem and shows the relevant steps. It have a user friendly math equation editor and an abundance of examples.Sun, 28 Feb 2016 19:30:29 -0800Just Math TutorialsSun, 28 Feb 2016 18:55:35 -0800Fibonacci Sequence and Phi
This material is a part of a collection of learning materials at the site of Rio Rancho Math Camp. The site provides ״an intellectually stimulating experience for middle school students who like math, and want to experience hands on, challenging math activities." This particular module is dedicated to the Fibonacci Sequence and number Phi. Thu, 9 Oct 2014 15:03:21 -0700 | 677.169 | 1 |
books.google.co.uk - Ved... Mathematics for Schools
Vedic Mathematics for Schools, Book 2
Ved the sutras may well be very ancient, practice and experience have shown that they are highly relevant and useful to the modern-day teaching of mathematics. They are entirely applicable to modern problems and even to modern approaches to mathematics. Topics covered include the four rules of number, fractions and decimals, simplifying and solving in algebra, perimeters and areas, ratio and proportion, percentages, averages, graphs, angles and basic geometrical constructions. The book contains step-by-step worked examples with explanatory notes together with over two hundred practice exercises. The material in this book is currently used at schools around the world assocaited with the Education Renaissance Trust.
Popular passages
Page v - ... ancient Indian tradition of mathematics. British teachers have prepared textbooks of Vedic Mathematics for British Schools. Vedic mathematics is thus a bridge across centuries, civilisations, linguistic barriers and national frontiers. Vedic mathematics is not only a sophisticated pedagogic and research tool but also an introduction to an ancient civilisation. It takes us back to many millennia of India's mathematical heritage. Rooted in the ancient Vedic sources which heralded the dawn of human...
Page v - Sankarcharya of Puri, who reconstructed a unique system on the basis of ancient Indian mathematics. The book is thus a bridge across centuries, civilisations, linguistic barriers and national frontiers. Vedic mathematics was traditionally taught through aphorisms or Sutras. A Sutra is a thread of knowledge, a theorem, a ground norm, a repository of proof. It is formulated as a proposition to encapsulate a rule or a principle. A single... | 677.169 | 1 |
Book's Overview
Magical Book On Quicker Maths is a book that helps its readers tackle the mathematics sections in all competitive exams with minimum effort. In Magical Book On Quicker Maths, M. Tyra provides a new and speedier approach to problem solving, one that is simple to understand and easy to apply. It is aimed at aspirants of all competitive exams conducted by banks, the Union Public Service Commission (UPSC), the Staff Selection Commission (SSC), LIC, CPO, UTI, GIC, and similar organizations. With this book, M. Tyra aims to fulfil the need for faster and more effective methods of solving mathematical problems. The book begins with an introduction on tips for preparing for mathematics examinations, followed by chapters on various mathematical concepts. Some of the topics covered include fractions, surds, profit and loss, ratio and proportion, time and work, simple and compound interest, trigonometry, and data analysis. The book is meant to help students from all streams, including science, commerce and arts. The concepts involved are explained clearly and concisely so that students will find them easier to understand, regardless of whether or not they have good prior grounding in mathematics. The book also contains several illustrations, lending visual clarity to the concepts explained. It covers all the possible types and variations of problems that have appeared in competitive exams in recent times. The author has put in two years of rigorous effort and research to come up with this book. He has derived many of the ideas from Vedic mathematics, number theory, and also through suggestions from his readers and other study resources on the subject. About M. Tyra M. Tyra or Manoj Tyra is an instructor of mathematics. He writes books on problem solving and quantitative aptitude, with a special focus on Vedic mathematics. He has written Magical Book On Quicker Maths. Also, he has co-authored the book, Practice Book On Quicker Maths, with K. Kundan. This book can be used for practicing problem solving and strengthening one's understanding of the concepts from Magical Book On Quicker Maths. He started his own publication with Banking Services Chronicle, a monthly magazine. He has also developed study material for correspondence courses for IIT, CAT, and banking examinations. He graduated in 1990, with a degree in Mathematics from Delhi University. He has taught and mentored several students, helping them prepare for various competitive exams.
Magical Book On Quicker Maths is a preparatory book on mathematics for various competitive examinations, like, SSC, UPSC, CPO, LIC, GIC and UTI among others. The aim of this book is not only to acquaint the students with various types of problems given in these examinations and how to solve them, but also to teach the students effective ways to tackle each of the problems faster and more effectively.
As known to all, cracking the competitive examinations is as much about knowing the correct answer as it is about time management. Manoj Tyra, therefore, teaches through this book certain easy-to-understand concepts that help the candidates solve even the most complex problems easily and correctly. To this effect, Tyra also explains each concept in clear and easily understandable words so that students belonging from the non-mathematical background, too, do not have a difficult time in understanding them. Certain problems also contain detailed illustrations that lend visual clarity to the explanations.
The book has been neatly divided into various chapters and contains clear introduction on different mathematical topics, the important derivations and formulae that aid in understanding the core concept of the subject and solve the questions faster yet correctly.
Apart from this, the book also features solved questions of sums that have appeared in the past years in various competitive examinations. Likewise, there remains a list of probable questions (fully solved with proper illustrations) for the students. Thanks to the importance given to Vedic mathematics, this book remains an ideal guide book for all types of competitive examinations.
About the Author
Manoj Tyra, widely known as M. Tyra, is a renowned teacher of Mathematics and has been in this profession since he graduated with a degree in Mathematics from the Delhi University in 1990. Manoj Tyra's approach to the subject lies in his treatment of various problems through Vedic maths. Apart from authoring Magical Book on Quicker Maths, he has also authored numerous guides and study materials for the CAT, IIT and banking examination aspirants. A leading monthly magazine, Banking Services Chronicles, get published from his own publishing house. help enhance a child's reading life. | 677.169 | 1 |
Seminars By Semester
CoIntegrate Mathematics
Title: Mathematical Knowledge for Teaching Chemistry
Date: 02/26/2018
Time: 12:00 PM - 1:00 PM
Place: 252 EH
Speaker: Lynmarie Posey and Kristen Bieda, MSU
Progress toward STEM degree depends not only on completing required mathematics courses but also being able to successfully use mathematics to support learning in science courses. Introductory college chemistry courses are often the first place where inadequate preparation in mathematics impedes students' learning in science. In this talk, Drs. Posey and Bieda will share their efforts to strategically incorporate mathematics support for students in Introductory Chemistry. Our findings suggest important implications for developing students' conceptual understanding in mathematics courses. We will also share what we have learned about forging and sustaining an interdisciplinary research project. | 677.169 | 1 |
This book explains the basic principles of Discrete Mathematics and Structures in a clear systematic manner. A contemporary approach is adopted throughout the book.
The
Suitable examples, illustrations and exercises are included throughout the book to facilitate an easier understanding of the subject. The book would serve as a comprehensive text for students of Computer Science & Engineering, Computer Applications and Information Technologies. | 677.169 | 1 |
Looking for Math Homework Answers in Algebra
If you, like most students, hate to do your algebra homework, there is an easy way out – getting ready answers to it. Here are few steps to ease your search.
General Search
With Google and Yahoo, one can find answers to almost any questions. Math homework is not an exception.
Type your question into the search line. There is always a chance that it has already been asked and answered. To refine your search, use an exact fragment of your problem's text and put quotation marks around.
You may discover more than one answer on all kinds of question and answer (Q&A) websites, forums, and homework help resources. Cross-compare them to pick the most accurate variant.
Online Student Communities
As many students are in constant search for math help, they often turn to their fellows who have already completed their algebra course. Those who need assistance and those who are ready to give it come together on student forums and discussion boards.
Try to Google "student math forum" or "math discussion board." Check several resources and browse their archives for your question. If your search yielded no results, ask your question in a relevant thread or create a new one. Remember that it may take several days for your question to be answered, so it is better to begin your search well in advance.
Another way is to look for answer keys to particular textbooks, which are often scanned and uploaded by student volunteers. Use search engine to browse for the keys to your algebra textbook. If you fail to find them, try to browse student forums. There may be messages that link to places where answers can be obtained from. If not, simply ask whether anyone knows where to find keys to your textbook. You are probably not the only one who ever struggled with it.
Teacher's Extensions
If there seems to be no answers to this algebra homework on the Web, your last resort is a teacher's addition to your textbook. Buy it, and you will have a never-failing source of trustworthy answers close at hand.
Although costly, this is probably the most reliable way of getting assistance with your math problems. Most teacher's books contain step-by-step explanations of the solution which you may copy. However, do not repeat them word for word, or your teacher may expose you of cheating. Paraphrase and use simpler language. Write formulas in slightly different ways where possible, so the solution will look as though you invented it on your own. | 677.169 | 1 |
Origami and Geometric Constructions
Description: Origami is the art of folding uncut sheets of paper into interesting and beautiful shapes. Within this text, the author presents a variety of techniques for origami geometric constructions. The field is rich and varied, with surprising connections to other branches of mathematics.
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Euclidean Plane and Its Relatives by Anton Petrunin This book is meant to be rigorous, elementary and minimalist. At the same time it includes about the maximum what students can absorb in one semester. It covers Euclidean geometry, Inversive geometry, Non-Euclidean geometry and Additional topics. (513 | 677.169 | 1 |
New PDF release: A First Course in Graph Theory (Dover Books on Mathematics)
Written via of the main fashionable figures in the sphere of graph idea, this accomplished text provides a remarkably student-friendly process. aimed at undergraduates taking a primary direction in graph thought, its sound but obtainable therapy emphasizes the background of graph thought and offers unique examples and lucid proofs. 2004 version.
Positive aspects contemporary advances and new purposes in graph part coloring
Reviewing contemporary advances within the side Coloring challenge, Graph area Coloring: Vizing's Theorem and Goldberg's Conjecture presents an summary of the present kingdom of the technology, explaining the interconnections one of the effects acquired from very important graph idea stories. The authors introduce many new better proofs of identified effects to spot and element to attainable ideas for open difficulties in side coloring.
The publication starts with an creation to graph concept and the idea that of aspect coloring. next chapters discover vital issues such as:
Use of Tashkinov bushes to acquire an asymptotic confident method to Goldberg's conjecture
Application of Vizing fanatics to acquire either recognized and new results
Kierstead paths as a substitute to Vizing fans
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Generalized part coloring within which a colour might seem greater than as soon as at a vertex
This ebook additionally gains first-time English translations of 2 groundbreaking papers written by means of Vadim Vizing on an estimate of the chromatic classification of a p-graph and the serious graphs inside of a given chromatic class.
Distance Geometry: conception, tools, and purposes is the 1st choice of learn surveys devoted to distance geometry and its functions. the 1st a part of the booklet discusses theoretical points of the space Geometry challenge (DGP), the place the relation among DGP and different similar topics also are provided.
Extra info for A First Course in Graph Theory (Dover Books on Mathematics)
Sample text
N/ . n/ Cj . / j D1 denote the number of cycles in the permutation 2 Sn . n/ measure Pn , we may think of N and Cj as random variables. n/ the random variable Cj for fixed j , as n ! 1. C1 ; C2 ; : : : ; Cj /. We call these cycles small cycles because their lengths are fixed as n ! 1. Instead of just considering permutations under the uniform measure PnU , we will consider permutations under a one-parameter family of probability measures which includes the uniform measure as a particular case. f g/ D ÂN .
2. In this exercise, you will prove that ET0 D 1, where T0 is the first return time to 0. We can consider the random walk starting from any j 2 Z, rather than just from 0. When we start the random walk from j , denote the corresponding probabilities and expectations by Pj and Ej . Fix n 1 and consider starting the random walk from some j 2 f0; 1; : : : ; ng. Let T0;n denote the first nonnegative time that the random walk is at 0 or n. j / D Ej T0;n . j 1/, for j D 1; : : : ; n 1. n/ D 0. n j /.
5) that EN0 D 1. 2), we conclude that p D 1. We have shown that with probability one, the random walk returns to 0. Upon returning to 0, the random walk continues independently of everything that transpired previously; thus, in fact, with probability one, the random walk visits 0 infinitely often. From this, it is easy to show that in fact with probability one the random walk visits every site infinitely often. 1. Define T0 D inffn > 0 W Sn D 0g: The random time T0 is called the first return time to 0. | 677.169 | 1 |
Solving and Modeling Linear Inequalities Lesson 2 of 2
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This is an Algebra 1 Common Core Lesson on Solving and Modeling Linear Inequalities. This is Lesson 2 of 2. After a few teacher led examples, students will work alone or with a partner to practice solving inequalities. | 677.169 | 1 |
Precalculus: Algebra and Trigonometry, 3rd edition, prepares students for further study in mathematics, the sciences, engineering, and other disciplines. It exposes the student to the basic concepts of algebra and trigonometry with an emphasis on practical applications. Suitable for a combined course in college algebra and trigonometry or a course in college algebra, Precalculus presents some of the main concepts, language, and methodology of mathematics while encouraging the reader to enjoy the beauty of mathematics and appreciate the usefulness of algebra and trigonometry in solving real-life problems.
WebAssign will eventually have a full set of homework problems that match this text, but currently offers several open question banks that supports this text's pedagogy.
Question Bank Options | 677.169 | 1 |
Description
Offering a flexible format for a one- or two-semester course, Introduction to Number Theory uses worked examples, numerous exercises, and Mathematica to describe a diverse array of number theory topics.
This classroom-tested, student-friendly text covers a wide range of subjects, from the ancient Euclidean algorithm for finding the greatest common divisor of two integers to recent developments that include cryptography, the theory of elliptic curves, and the negative solution of Hilbert's tenth problem. The authors illustrate the connections between number theory and other areas of mathematics, including algebra, analysis, and combinatorics. They also describe applications of number theory to real-world problems, such as congruences in the ISBN system, modular arithmetic and Euler's theorem in RSA encryption, and quadratic residues in the construction of tournaments. The book interweaves the theoretical development of the material with Mathematica calculations while giving brief tutorials on the software in the appendices. | 677.169 | 1 |
Official Course Description:
Analysis I and II is one of the fundamental courses in the mathematical education
(together with Linear Algebra I and II). Its goal is to develop calculus in a rigorous manner and
in sufficient generality to prepare the student for advanced work in mathematics. At the same
time, the content is chosen so that students arrive quickly at central concepts which are used in
essentially all mathematics courses, and which are needed in the exact sciences.
The Analysis sequence begins with a quick review of natural, rational and real numbers
(which are assumed as known), and introduces the field of complex numbers. The axiom of
completeness distinguishes the real numbers from the rationals and marks the beginning of
Analysis. The complex exponential and trigonometric functions are defined.
Metric spaces are introduced and used to define continuity and convergence in a general
framework. The Bolzano-Weierstraß and the Heine-Borel theorems are proved. The intermediate
and maximal value theorems for functions on the real line are discussed as consequences
of connectedness and compactness on metric spaces. Sequences of functions are discussed, in
particular uniform convergence, as well as the continuity, differentiability, integrability of the
limit function.
Differentiability of functions on the real line is introduced. The mean value theorem and
Taylor's theorem is discussed.
The Riemann integral in one variable is introduced. The relation between the derivative and
the integral, i.e., the fundamental theorem of calculus is proved.
This course has no formal prerequisites; incoming students with a strong mathematics background
are encouraged to take this class in their first semester. However, a familiarity with
mathematical reasoning and proof (e.g. proof by induction or by contradiction), such as introduced
in General Mathematics and Computational Science I, is required. | 677.169 | 1 |
Share on
Maths with Numeracy (FSTU3910)
Level:
3
Credits:
15 (0.125 EFTS)
Compulsory:
No
Aim:
This course is designed to develop students' confidence in thinking mathematically and to communicate mathematical principles in order to solve problems in a variety of contexts, including those of everyday life and the workplace, using a calculator where appropriate.
Pre-requisites / Co-requisites:
Students must be admitted to the New Zealand Certificate in Study and Career Preparation | 677.169 | 1 |
This one page document explains the basics of matrix multiplication. It uses illuminated text animations to help students...
see more
This one page document explains the basics of matrix multiplication. It uses illuminated text animations to help students see how matrix multiplication is done.
Material Type:
Tutorial
Author:
Hans Lundmark
Date Added:
Jan 28, 2006 multiplication: an interactive micro-course for beginners to Bookmark material or Course ePortfolio | 677.169 | 1 |
Monthly Archives: August 2016
If you are looking for free math resources, I found a website that offers peer-reviewed math ebooks for college and AP Courses. This website is OpenStax which is based in Rice University and supported by several foundations. Below are the links to the math ebooks. PreAlgebra Algebra Algebra and Trigonometry Precalculus Calculus I Calculus II […] Continue reading…
I have watched many movies about mathematics, mathematicians, and about mathematics teachers, but I particularly like the seven below because they were inspired by true events. Although many of them diverge from actual events, I still find them more realistic compared to other movies of the same genre. For those who have not watched these […] Continue reading…
In this post, we summarize the previous three articles about domain and range. In the first part of the series, we focused on the graphical meaning of domain and range. We have learned that the domain of a function can be interpreted as the projection of its graph to the x-axis. Similarly, the range of […] Continue reading… | 677.169 | 1 |
This text is intended for a one or two semester sophomore/junior level course in linear algebra. It is designed to provide a balance of applications, theory and computation, and to emphasize their interdependence. The text has a strong orientation towards numerical computation and the linear algebra needed in applied mathematics. At the same time, it contains a rigorous and self-contained development of most of the traditional topics in a linear algebra course. It provides background for numerous projects, which frequently require computational tools, but is not tied to any one computational platform. A comprehensive set of exercises and projects | 677.169 | 1 |
Geometer's SketchpadResources
The Geometer's Sketchpad, version 5 has been announced as becoming available in Fall 2009. Already, there are resources posted on the Key site related to that version prior to its release (e.g., a set of videos that overview the whole idea of Dynamic Geometry and Algebra). Most of the resources below are for version 4 of the software and will remain useful for version 5 users, although they may use techniques for which there are more efficient methods in the latest version.
Title
Description
Web Site
Found on the CD
Learning Guide
8 tours of the program
These four PDF files are not automatically installed with the program.
Consider copying them from the CD to your hard drive.
Quick Reference
Reference Manual
Teaching Mathematics
A sampler of activities from various books on Sketchpad available for sale at Spectrum
Sample Files
Sketches referenced by the books above, how to's, curriculum-based sketches (83 in total) | 677.169 | 1 |
Description
Contents
33106-04 Craft-Related Mathematics (10 Hours) Expands on the knowledge gained in the Core Curriculum module, Introduction to Construction Math. Emphasizes the metric system, including how to convert between corresponding English and metric system units. Also covers the use of scientific notation, powers and roots, and the basic concepts of algebra, geometry, and right-angle trigonometry. | 677.169 | 1 |
Mathematics
The single greatest influence on the quality of the education that a student receives are the decisions that the teacher makes on a daily basis!
Collaboration
Since teachers are the key to the quality of education that a student receives, math teachers at La Paz are committed to continually improving our instruction. Central to that commitment is our spirit and practice of collaboration. We have common daily prep periods to share and create more effective ways to teach mathematics. We do this by setting goals, giving common assessments, and design engaging lessons.
21st Century Skills
Our math department embraces the importance of teaching 21st century skills. 21st century skills are thinking and communicating brought on by the advancement in technology. Our intentionally designed math lessons provide ample opportunities for students to think critically in supportive environments. We create classroom communities that foster multiple learning modalities. Our student-centered lessons encourage students to problem solve and apply their learning to real-life situations. In addition, technology is a key component of our instruction. Since all teachers have a class set of Chromebooks, we thoughtfully and strategically incorporate the use of technology to enhance student learning.
Course of Study
The goal of the La Paz mathematics program is to provide all students equal access to important, meaningful mathematics in a supportive environment that promotes success and growth of understanding.Course descriptions for each grade level follows:
Math 7.
Math 7 covers all the Math 7 standards. The instructional time is focused on four Students also work towards fluently solving multi-step equations with rational coefficients. Upon completion of this course, students are adequately prepared for Math 8 the following year.
Math 7 Honors.
Math 7 Honors is an accelerated course that covers all the Math 7 standards as well as the majority of the Math 8 standards. This course is intended for the student who is able to move through the mathematics quickly and still master the full range of mathematical practices, content and skills. Instructional time in the Math 7 Honors course focuses on the following grade 7 In addition, the following critical areas from Grade 8 will be included: (1) formulating and reasoning about expressions and equations; (2) analyzing two- and three-dimensional space and figures using distance, angle, similarity, and congruence. Upon successful completion of this course, students are adequately prepared for the rigor of Algebra 1 in 8th grade.
Math 8.
Math 8 covers all the Math 8 standards. instructional time is focused and understanding and applying the Pythagorean Theorem. Students also work towards fluency with solving simple sets of two equations with two unknowns by inspection. Upon completion of this course, students will be adequately prepared for Algebra 1 in 9th grade.
Algebra I – Grade 8.
This is a full-year, formal Algebra 1 course for 8th graders. It differs from the high school Algebra 1 course in that it includes a portion of the Math 8 standards and all the Algebra 1 standards; therefore, a faster pace of instruction and learning is required. This course is designed to give students a foundation for all future mathematics courses. The fundamentals of algebraic problem-solving are explained. Students will explore: foundations of Algebra, solving equations, solving inequalities, an introduction to functions, linear functions, systems of equations and inequalities, exponents and exponential functions, polynomials and factoring, quadratic functions and equations, radical expressions and equations, and data analysis and probability. The fundamentals of algebraic problem-solving are explained. Throughout the course, Common Core standards are taught and reinforced as the student learns how to apply the concepts in real-life situations. Upon successful completion of this course, students will take Geometry in 9th grade.
Math 8 Essentials
This class promotes academic success in all disciplines, with the focus being on math. The goal of this course is to support students in Math 8 and develop fundamental skills for independent success throughout Intermediate school and beyond. There is targeted math instruction as well as an emphasis on organizational and study skills. All students in this class are given an online subscription to Aleks online software, which designs individual learning pathways for each student based on their mathematical strengths and weaknesses.
The 8 Standards of Mathematical Practices
The following list, known as the 8 Standards of Mathematical Practice, are the "habits of mind" that La Paz math students posses. These mathematical practices are married to the content standards and our daily learning objectives.
The 8 Standards Mathematical Practice:
Make sense of problems and persevere in solving them
Reason abstractly and quantitatively
Construct viable arguments and critique the reasoning of others
Model with mathematics
Use appropriate tools strategically
Attend to precision
Look for and make use of structure
Look for and express regularity in repeated reasoning
"The Standards for Mathematical Practice describe ways in which developing student practitioners of the discipline of mathematics increasingly ought to engage with the subject matter as they grow in mathematical maturity and expertise throughout the elementary, middle and high school years." | 677.169 | 1 |
Note: Citations are based on reference standards. However, formatting rules can vary widely between applications and fields of interest or study. The specific requirements or preferences of your reviewing publisher, classroom teacher, institution or organization should be applied.
Get the confidence and the math skillsyou need to get started with calculus!AreDetailed, fully worked-out solutions to problemsThe inside s.Read more...
Pre-Calculus Workbook for Dummies; About the Authors; Dedication; Authors' Acknowledgments; Contents at a Glance; Table of Contents; Introduction; About This Book; Conventions Used in This Book; Foolish Assumptions; How This Book Is Organized; Icons Used in This Book; Where to Go from Here; Part I: Foundation (And We Don't Mean Makeup!); Chapter 1: Beginning at the Very Beginning: Pre-Pre-Calculus; Chapter 2: Get Real!: Wrestling with Real Numbers; Chapter 3: Understanding the Function of Functions; Chapter 4: Go Back to Your Roots to Get Your Degree.
Abstract:
Pre-calculus classes prepare students for studies in calculus and other advanced mathematical subjects. This book helps students practice and perfect pre-calculus skills. It uses a relevant approach to help students understand the basic pre-calculus concepts and problems.Read more... | 677.169 | 1 |
Peeps! Ok, we're doing elementary algebra and mathematics powerpoint and I was not present in my last math class so I have no notes and my professor explains lessons way bad that's why I didn't get to understand it very well when I went to our algebra class a while ago. To make matters worse, we will have our quiz on our next class so I can't afford not to understand elementary algebra and mathematics powerpoint. Can somebody please help me attempt to learn how to answer couple of questions regarding elementary algebra and mathematics powerpoint so that I can prepare for the quiz. I'm hoping that someone could help me ASAP.
I think I know what you are searching for. Check out Algebrator. This is an awsome tool that helps you get your homework done faster and right. It can help out with problems in elementary algebra and mathematics powerpoint, perfect square trinomial and more.
I fully agree with what was just said . Algebrator has always come to my rescue, be it a homework or be it my preparation for the midterm exams, Algebrator has always helped me do well in algebra. It particularly helped me on topics like sum of cubes, converting fractions and subtracting exponents. I would highly recommend this software.
I remember having often faced difficulties with like denominators, gcf and rational expressions. A really great piece of algebra program is Algebrator software. By simply typing in a problem homework a step by step solution would appear by a click on Solve. I have used it through many algebra classes – Intermediate algebra, Basic Math and Algebra 2. I greatly recommend the program. | 677.169 | 1 |
Basic Algebra CalculationsBalance Keeper is an educational tool that helps children practice addition, subtraction, logical thinking, and basic algebra. The purpose of the game is to balance the scale by placing appropriate weights. Complex problems consist of unknown mystery weights. Through deductive reasoning and trial...
Platforms: iOS
The Free Hydraulic Calculator includes many basic hydraulic calculations. Cylinder calculations can be done to solve for extension / retraction forces or speeds. Pump calculations can also be done by entering combinations of displacement, oil flow and pressure to determine values for speed,...
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The Fast Ratio Calculator. Quickly calculate any ratio value such as a tip, percentage, recipe, sale price, and more. Simply create a ratio using known values to find your unknown. This is a basic algebra equation that can be used in everyday life. Buy this app for your iPhone or iPod Touch...
Platforms: iOS
,...
Platforms: iOS
How many feet is a kilometer, how do I convert Fahrenheit to Celtigrade? So many times we need these basic simple calculations. Abby does this job quickly for Time conversions, Weight conversions, Distance conversions, and Temperature conversions.
Platforms: Windows
KoalaCalc is a free multi-purpose calculator for Mac OS X. In its compacted state, it looks similar to the standard calculator that comes with Mac OS X. However, simply click the 'advanced features' box and KoalaCalc comes to life to become one of the most advanced scientific, conversion,...
Platforms: Mac
Introducing KoalaCalc Classic, the long-awaited Mac OS 9 port of the free multi-purpose calculator for Mac OS X. In its compacted state, KoalaCalc looks similar to the standard calculator that comes with the Mac OS. However, simply click the 'advanced' button and KoalaCalc comes to life to become...
Platforms: Mac
SmallBASIC is a fast and easy to learn BASIC language interpreter ideal for everyday calculations, scripts and prototypes. SmallBASIC includes trigonometric, matrices and algebra functions, a built in IDE, a powerful string library, system, sound, and graphic commands along with structured...
Platforms: *nix
Maria Basic Interpreter is a command-line programming tool - interpreter designed to help all PDA users easily code formula/calculations procedures that can be executed on their handheld devices improoving their productivity.
The default input filename is 'in.bas' (with no quotes), the...
Platforms: Windows
This script defines the Matrix class, an implementation of a linear algebra matrix. Arithmetic operations, trace, determinant, and minors are defined for it. This is a lightweight alternative to a numerical Python package for people who need to do basic linear algebra. Vectors are implemented as...
Platforms: Windows, Mac, *nix, Python, BSD Solaris
BBC BASIC is the programming language originally specified and adopted by the British Broadcasting Corporation for its groundbreaking Computer Literacy Project of the early 1980s.
It was designed to be simple enough to be used by a complete beginner yet powerful enough to cope with the demands...
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This being a very basic program for the demonstration of bubble and dew point calculations of a ideal binary VLE mixture obeying Raoult's. The basic purpose of this program is to demonstrate VLE P-T-x-y calculations of a ideal binary mixture and to get related data in graphical form for any such...
Platforms: Matlab
This save time and see the end-result, just watch the included...
Platforms: Matlab
This module allows the administrator to create a wide ranging set of similarity calculations. It can out of the box, calculate similar nodes of a specific type using the search index, taxonomy terms and node title. These similarities are calculated on cron run.This module is in the middle of a...
Platforms: PHP
Every personal computer used to come with a built-in easy-to-use programming language for educational purposes and simple calculations. HotPaw Basic (Lite) is a Tiny Old-Fashioned BASIC interpreter which allows you to type in and run very short Basic programs right on your iPhone, iPad or iPod...
Platforms: iOS | 677.169 | 1 |
Mathematics
Summary
Edexcel has 3 distinct qualifications for mathematics – general mathematics, pure mathematics and further mathematics.
The general mathematics curriculum require the students to take Core Mathematics 12 and Core Mathematics 34, as well as 2 other units from Mechanics 1, Mechanics 2, Decision Mathematics 1, Statistics 1 and Statistics 2. The most preferred combinations is the combination of Mechanics 1 and Statistics 1 for those studying the sciences and Statistics 1 and 2 for those studying a commerce curriculum.
The pure mathematics curriculum require the students to take Core Mathematics 12, Core Mathematics 34 and Further Mathematics 1 alongside another unit which can be either Further Mathematics 2 or Further Mathematics 3.
In order to study the Further Mathematics qualification, a student needs to first study the general mathematics curriculum. Also unlike any other subject, it requires the student to complete six distinct units. Choices include – Further Mathematics 1-3, Mechanics 1-3, Statistics 1-3 & Decision Mathematics 1. However, a student cannot sit for the same units they have already sat for in the general mathematics qualification.
To ace any mathematics unit, practice is the key. The Edexcel student books do a great job at explaining the concepts so those paired with past papers should be enough to get one across the line. With adequate hard work, the mathematics qualifications are among the easiest to score a top grade in due to it not being as subjective as many of the other subjects. | 677.169 | 1 |
Hi , Yesterday I began working on my math homework on the topic Algebra 2. I am currently unable to complete the same since I am not familiar with the fundamentals of radical inequalities, hypotenuse-leg similarity and complex fractions. Would it be possible for anyone to help me with this?
You are right , there are programs that can help you with homework. I think there are a few types that help you solve algebra problems, but I read that Algebrator is the best amongst them. I used the software when I was a student in Basic Math for helping me with free worksheets calculate percent shopping, and it never failed me since then. Gradually I understood all the topics, and after a while I was able to solve the most challenging of the tasks alone . Don't worry; you won't have any problem using it. It was made for students, so it's simple to use. Basically you just have to type in the keyword nothing more .Of course you should use it to learn algebra, not just copy the answers , because you won't learn that way. | 677.169 | 1 |
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Mathematics (MEI) - AS at Wallington County Grammar School
Course description
AS Mathematics builds on the techniques learnt at GCSE, particularly algebraic skills, and branches into new areas such as calculus. The modules that go together to make up an A Level in Mathematics are classified as either 'Pure' or 'Applied'. The Pure modules
Core (C) 1-4 will extend your knowledge of familiar topics such as algebra and trigonometry as well as introducing you to new, more abstract, areas of the subject. The Applied modules include Mechanics (M), Statistics (S) and Decision Mathematics (D). In Mechanics,
you will explore applications of mathematics to the concepts of force, motion and change. This is particularly useful for those who intend to study Physics or Engineering. Statistics is concerned with making sense of data and you will learn a number of techniques
that have practical applications in a wide range of disciplines including Biology and Geography. Decision Mathematics is a relatively new area of Mathematics that has grown in significance since the advent of the computer. In this module a number of well-known
'algorithms' are studied. This module would be of particular interest to anyone considering a career in computer science. A Level Mathematics is considerably more challenging than GCSE Mathematics; however, most students find that while the subject gets more
difficult, it also becomes much more interesting.
Entry requirements
At least a grade A in GCSE Mathematics.
Future opportunities
Career options include accountancy, engineering, financial advising or teaching.
Further information
To find out more about this qualification, contact us, ask your Connexions Personal Adviser or school careers staff.
How to apply
If you want to apply for this course, you will need to contact Wallington County Grammar School directly. | 677.169 | 1 |
Course Features
Course Details
Course Overview
In the Acellus Grade 7 Math course, after a thorough review of basic operations, Ms. Frogge demonstrates how to solve real-world problems by applying basic concepts of Algebra and Geometry and by using proportional relationships. Students are also shown how to use statistical data to make inferences and how to use and evaluate probability models.
Course Objectives & Student Learning Outcomes
Upon completion of Acellus Grade 7 Math, students will be able to: compare integers; choose opposites; use absolute value; add integers on integer Hill, using a Chip Model and on a number line; subtract, multiply, and divide integers; use order of operations including with integers; interpret, compare, estimate, round, add, subtract, multiply, and divide decimals by a whole number, by a decimal; and converting percents to decimals; find greatest common factor and least common multiple; identify and reduce fractions; convert mixed to improper fractions, improper to mixed fractions, fractions to terminating decimals, fractions to repeating decimals; order rational numbers; find common denominator; add and subtract simple fractions; add and subtract mixed numbers; add and subtract mixed numbers with regrouping; multiply simple fractions and mixed numbers; divide simple fractions and mixed numbers; add and subtract rational numbers; and multiply and divide negative fractions.
Students will also be able to read and write expressions and equations; evaluate expressions; simplify expressions with integers; add and subtract rational coefficients; simplify, expand, factor, identify, and translate expressions; write equations; solve one-step and two-step equations; solve equations with rational numbers and with variables on both sides; write and graph inequalities; solve inequalities; solving inequality in word problems; identify and find adjacent complementary, supplementary, reflex, and vertical angles and angels that share a vertex; draw triangles and angels; find area of parallelograms, triangles and trapezoids; define circle vocabulary; find circumference, radius, diameter, and area of circles; find area of irregular figures; identify 3D figures, and nets; relate cross sections; calculate surface area of prisms, pyramids, cylinders and composite figures; calculate volume of prisms, cylinders, pyramids and composite figures. | 677.169 | 1 |
Synopses & Reviews
Synopsis
Comprehensive practice helps students sharpen the core computational skills they need to succeed in the math classroom and improve performance on standardized tests. Teachers, students, and families have successfully used these materials at all levels from 4th grade through high school and beyond. There is a total of 18,000 problems in the practice books, which contain carefully sequenced worksheets, featuring one or two specific skills each to help students develop math skills in a natural sequence. The test book contains 160 quizzes and 4 semester tests. Use the quizzes for weekly check-ups, review, extra practice, or skills maintenance. The semester tests can serve as final exams and practice for standardized tests. Anyone who wants to teach or gain mastery of computational proficiency will benefit from this resource -- in independent study, the classroom, and at home. | 677.169 | 1 |
Advanced Differential Equations Appendix C
All professional education content courses leading to certification shall include teaching and assessment ofthe Wisconsin Content Standards in the content area.
In this column, list the Wisconsin Content Standards that are included in this course. The Standards for each content area are found in the Wisconsin Content Standards document.
In this column, indicate the nature of the performance assessments used in this course to evaluate student proficiency in each standard.
The structures within the discipline, the historical roots and evolving nature of mathematics, and the interaction between technology and the discipline.
Students are introduced to the idea of a generalized function (or distribution). Students use graphing calculators and/or computer algebra systems to help them solve systems of differential equations.
Facilitating the building of student conceptual and procedural understanding.
Students are tested on their understanding of the theories of ordinary differential equations. Students are tested on their ability to follow procedures to solve and analyze differential equations.
Helping all students build understanding of the discipline including:
. Confidence in their abilities to utilize mathematical knowledge.
. Awareness of the usefulness of mathematics.
. The economic implications of fine mathematical preparation.
Students integrate their knowledge from previous courses in calculus, differential equations and linear algebra with the differential equations topics they are learning, gaining confidence in their ability to utilize mathematical knowledge. Students investigate applications of differential equations to the sciences.
Exploring, conjecturing, examining and testing all aspects of problem solving.
Students explore and make conjectures when determining which technique might work to solve a differential equation. Students explore and make conjectures about convolutions of functions and Fourier series. Students use phase plane analysis to explore the behavior of solutions to differential equations.
Students compare solutions to differential equations found using different techniques. For example, students solve linear systems of differential equations using the method of elimination and using matrix theory. Students are tested on their ability to use problem solving approaches effectively. Some real-world applications included are heat flow, vibrating strings, and steady state phenomena.
Students make convincing mathematical arguments about the behavior of solutions of differential equations. Students create proofs about the properties of Fourier series and convolutions of functions.
Expressing ideas orally, in writing, and visually-, using mathematical language, notation, and symbolism; translating mathematical ideas between and among contexts.
Students express their understanding of the theory and solutions of ordinary and partial differential equations using mathematical language, notation and symbolism on written tests and assignments. Students give an oral report on a special topic in differential equations, which they investigate independently with a classmate.
Connecting the concepts and procedures of mathematics, drawing connections between mathematical strands, between mathematics and other disciplines, and with daily life.
Students make connections between the theory of ordinary and partial differential equations and the solutions to ordinary and partial differential equations. Students make connections between Fourier series and Taylor series. Students make connections between differential equations and the sciences.
Selecting appropriate representations to facilitate mathematical problem solving and translating between and among representations to explicate problem-solving situations.
Students translate between systems of linear differential equations and systems of linear algebraic equations, exploiting their knowledge of algebra to solve differential equations. Students represent solutions algebraically, graphically, and with series. Students are introduced to representing qualitative solutions to differential equations via phase plane analysis.
Mathematical processes including:
. Problem solving.
. Communication.
. Reasoning and formal and informal argument.
. Mathematical connections.
. Representations.
. Technology.
On tests and assignments, students solve problems; communicate their results mathematically; give formal justifications of their reasoning; make connections between theory and example; make connections between solutions found using multiple approaches; represent solutions to differential equations algebraically, graphically, with Taylor's series and with Fourier series; and use graphing calculators or computer algebra systems to study the behavior of solutions.
Number operations and relationships from both abstract and concrete perspectives identifying real world applications, and representing and connecting mathematical concepts and procedures including:
. Number sense.
. Set theory.
. Number and operation.
. Composition and decomposition of numbers, including place value, primes, factors, multiples, inverses, and the extension of these concepts throughout mathematics.
. Number systems through the real numbers, their properties and relations.
. Computational procedures.
. Proportional reasoning.
. Number theory.
Students use their number sense, and understanding of the real number system on their homework assignments and tests.
Mathematical concepts and procedures, and the connections among them for teaching upper level number operations and relationships including:
. Advanced counting procedures, including union and intersection of sets, and parenthetical operations.
. Algebraic and transcendental numbers.
. The complex number system, including polar coordinates.
. Approximation techniques as a basis for numerical integration, fractals, and numerical-based proofs.
. Situations in which numerical arguments presented in a variety of classroom and real-world situations (e.g., political, economic, scientific, social) can be created and critically evaluated.
. Opportunities in which acceptable limits of error can be assessed (e.g., evaluating strategies, testing the reasonableness of results, and using technology to carry out computations).
Students use complex numbers in their solutions of systems of differential equations, with Euler's formula to translate complex solutions into real solutions. Students use complex numbers to understand Fourier series.
Geometry and measurement from both abstract and concrete perspectives and to identify real world applications, and mathematical concepts, procedures and connections among them including:
. Formal and informal argument.
. Names, properties, and relationships of two- and three-dimensional shapes.
. Spatial sense.
. Spatial reasoning and the use of geometric models to represent, visualize, and solve problems.
. Transformations and the ways in which rotation, reflection, and translation of shapes can illustrate concepts, properties, and relationships.
. Coordinate geometry systems including relations between coordinate and synthetic geometry, and generalizing geometric principles from a two-dimensional system to a three-dimensional system.
. Concepts of measurement, including measurable attributes, standard and non-standard units, precision and accuracy, and use of appropriate tools.
. The structure of systems of measurement, including the development and use of measurement systems and the relationships among different systems. Measurement including length, area, volume, size of angles, weight and mass, time, temperature, and money.
. Measuring, estimating, and using measurement to describe and compare geometric phenomena.
. Indirect measurement and its uses, including developing formulas and procedures for determining measure to solve problems.
Students use spatial sense to interpret the behavior of solutions to differential equations. Students use spatial sense to understand phase plane diagrams and stability issues.
Mathematical concepts, procedures, and the connections among them for teaching upper level geometry and measurement including:
. Transformations, coordinates, and vectors and their use in problem solving. Three-dimensional geometry and its generalization to other dimensions. Topology, including topological properties and transformations.
. Opportunities to present convincing arguments by means of demonstration, informal proof, counter-examples, or other logical means to show the truth of statements and/or generalizations.
Students use vectors to solve linear systems of equations.
Statistics and probability from both abstract and concrete perspectives and to identify real world applications, and the mathematical concepts, procedures and the connections between them including:
. Use of data to explore real-world issues.
. The process of investigation including formulation of a problem, designing a data collection plan, and collecting, recording, and organizing data.
. Probability as a way to describe chances or risk in simple and compound events.
. Outcome prediction based on experimentation or theoretical probabilities.
Not assessed in this course.
Mathematical concepts, procedures, and the connections among them for teaching upper level statistics and probability including:
. Use of the random variable in the generation and interpretation of probability distributions.
. Descriptive and inferential statistics, measures of disbursement, including validity and reliability, and correlation.
. Probability theory and its link to inferential statistics.
. Discrete and continuous probability distributions as bases for inference.
. Situations in which students can analyze, evaluate, and critique the methods and conclusions of statistical experiments reported in journals, magazines, news media, advertising, etc.
Not assessed in this course.
Functions, algebra, and basic concepts underlying calculus from both abstract and concrete perspectives and to identify real world applications, and the mathematical concepts, procedures and the connections among them including:
. Patterns.
. Functions as used to describe relations and to model real world situations.
. Representations of situations that involve variable quantities with expressions, equations and inequalities and that include algebraic and geometric relationships.
. Multiple representations of relations, the strengths and limitations of each representation, and conversion from one representation to another.
. Operations on expressions and solution of equations, systems of equations and inequalities using concrete, informal, and formal methods.
. Underlying concepts of calculus, including rate of change, limits, and approximations for irregular areas.
Students review concepts of calculus as necessary. Students find patterns in families of ordinary and partial differential equations and their solutions. Students model real world situations with differential equations and describe their solutions with functions. Students represent solutions to differential equations algebraically, graphically, as Taylor's series and as Fourier series; they compare and contrast these representations. Students use the properties of polynomial, rational, trigonometric, algebraic and exponential functions in their solutions to differential equations.
Mathematical concepts, procedures, and the connections among them for teaching upper level functions, algebra, and concepts of calculus including:
. Concepts of calculus, including limits (epsilon-delta) and tangents, derivatives, integrals, and sequences and series.
. Modeling to solve problems.
. Calculus techniques including finding limits, derivatives, integrals, and using special rules.
Students demonstrate knowledge of the concepts of calculus, including limits (from an intuitive viewpoint), tangents, derivatives and series. Students use modeling to solve real-world problems such as heat flow, vibrating strings, and steady state phenomena. Students use calculus techniques to find derivatives and integrals. Students solve linear systems of differential equations using the method of elimination, matrix theory, and Laplace transforms; they compare and contrast these approaches. Students use separation of variables and Fourier series to find solutions to partial differential equations.
Discrete processes from both abstract and concrete perspectives and to identify real world applications, and the mathematical concepts, procedures and the connections among them including: | 677.169 | 1 |
As an introduction watch the following video of the well known Gilbert Strang
History and background of the Finite-Element-Method
History & Facts
• The term Finite Element was introduced 1960 by Ray William Clough (Berkeley). In the early 60s this method has been used by several engineers for stress analysis, fluid transport, heat transport and other subjects
• The first Finite-Element-Method book has been published by Zienkiewicz and Chung
• In the late 60s and 70s the field of FEM application expanded and became a leading numerical approximation in a broad field of engineering problems
• Most commercial codes like ANSYS, ABAQUS, Adina and several others have their origin in the 1970s
• The US spend more than $1 billion annually on software and computer time
• A web search (2006) for 'finite element' using Google yielded over 14 million pages
Numerical Methods
Approach of the Finite-Element-Method
Physical phenomena in general can be described with differential equations. Differential equations describe nature. Those partial differential equations (PDE) are solved in an approximate manner by the finite element method (FEM).
The following five steps are essential to know in order to understand what the approach of the FEM is:
Second step:
Element formulation -> development of equations for elements
Set up the partial differential equation in its weak form
Third step:
Assembly: Set up global problem -> obtaining equations for the entire system from the equations for one element
Fourth step:
Solving the equations (solve system of linear equations)
Fifth step:
Postprocessing: determining quantities of interest, such as stresses and strains and obtaining visualizations of the response
Hint: The solver may produce super cool, colourful results which may look convincing but may be irrelevant. So try to compare your solution with analytical results (if available).
DIVIDE AND CONQUER!
A characteristic feature of the finite element method is that instead of seeking the approximation over the entire region, the region is divided into smaller parts, so called finite elements and the approximation is then carried out over each element. The collection of all small parts is called the finite element mesh.
When the type of approximation has been chosen (is to be applied over each element), the corresponding behaviour of each element can then be determined. Having determined the behaviour of all single elements, the elements can then be patched together, which hopefully enables us to get an approximate solution of the entire body.
In this course we are only concerned with boundary value problems (BVP), i.e. differential equations where some information is known a priori. We can even solve initial value problems like wave propagation and transient heat conduction with this method.
As we mentioned before we need to approximate over our elements in order to determine the behaviour. This approximation is usually a polynomial and is, in fact, some interpolation over the element. This means we know some values at certain points within the element but not at every point. These 'certain points' are called nodal points and are often located at the boundary of the element. The accuracy with which the variable changes is expressed by the approximation, which can be linear, quadratic, cubic et cetera.
In order to get a better understanding of approximation techniques, we will look at a one-dimensional bar. Consider the true temperature distribution T(x) along the bar in the picture below.
The nodal points we chose do not need to be equally spaced (as we see in later chapters).
We divide our bar into four elements over which the temperature is assumed to vary in a linear manner between each nodal point!
Well we see linear approximation is quite good but we can do it better! If we chose a quadratic approximation the temperature distribution along the bar is way more smooth. Nevertheless, we see that irrespective of the polynomial degree the distribution over the fin is known once we know the values at the nodal points, simple as that. If we just have one bar we would have an infinite amount of unknowns (DEGREES OF FREEDOM (DOF)). But in this case we have a problem with a finite number of unknowns.
A system with a finite number of unknowns is called a discrete system.
A system with an infinite number of unknowns is called a continuous system.
In our case we would have a system consisting of five equations which can be solved by hand but in general we have thousands and thousands of unknowns. Have fun solving this by hand. Luckily we have efficient computers solving such kind of problems for us which makes life way easier .
This was the first post for FEM fundamentals. The next chapter will be about physical problems like elastostatics and heat conduction which will be short. The following chapter will provide a review of basic matrix algebra.
If you find any mistakes or have wishes for the next chapters please let me know. | 677.169 | 1 |
This extensive site is primarily intended as an online supplement to the text Finite Mathematics by Stefan Waner and Steven...
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This extensive site is primarily intended as an online supplement to the text Finite Mathematics by Stefan Waner and Steven R. Costenoble. However, as the authors explain on their home page, this material is pertinent and freely available to anyone studying in this subject area. Of particular interest will be the online tutorials, interactive quizzes and exercises, and various Java, Javascript, and Excel spreadsheet utilities. The following chapter headings indicate the topics covered: Linear Functions and Models, Systems of Linear Equations and Matrices, Matrix Algebra, Linear Programming, Mathematics of Finance, Sets and Counting, Probability, Statistics, Markov Systems, Game Theory. There is also a review of Algebra.
Material Type:
Tutorial
Author:
Steven R. Costenoble, Stefan Waner
Date Added:
Oct 16, 2006 is one part of UC Irvine's Musicianship 15 ABC sequence for music majors. An understanding of music notation...
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This series is one part of UC Irvine's Musicianship 15 ABC sequence for music majors. An understanding of music notation and basic musical terms is helpful but not required for these presentations. The math involved is basic. Pitch systems use mathematics to organize audible phenomenon for creative expression. The cognitive processes we develop through exposure to music comprise a kind of applied mathematics; our emotional responses to musical nuance grow out of a largely unconscious mastery of the patterns and structures in music. This series of presentations covers the basic mathematics and cognitive phenomenon found in the tonal system used in Western music and much of the music of the world. Over the course of several presentations we will explore basic concepts of pitch and frequency, the organizing rules of tonal systems, and the mathematical construction of basic scales and chords. The reasoning and purpose of equal temperament, the standard tuning system for tonal music, will be explored in this context. Presentations will include graphics and computer applications designed specifically to illustrate these conceptsJohn Crooks
Date Added:
Jul 26, 2011 Pitch Systems in Tonal Music to Bookmark material or Course ePortfolio
According to The Orange Grove, "In this PDF textbook from the Metropolitan Museum of Art, works in the Museum's collection...
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According to The Orange Grove, "In this PDF textbook from the Metropolitan Museum of Art, works in the Museum's collection that embody the Renaissance interest in classical learning, fame, and beautiful objects are illustrated and discussed. This resource is designed to help educators introduce the richness and diversity of Renaissance art to their students. Primary source texts explore the great cities and powerful personalities of the age. By studying gesture and narrative, students can work as Renaissance artists did when they created paintings and drawings. Learning about perspective, students explore the era's interest in science and mathematics. Through projects based on poetic forms of the time, students write about their responses to art. The activities and lesson plans are designed for a variety of classroom needs and can be adapted to a specific curriculum as well as used for independent study.״
Material Type:
Open (Access) Textbook
Author:
Bosiljka Raditsa
Date Added:
Jan 06, 2011 Renaissance Europe: A Resource for Educators listeningProf. Christopher Ariza (MIT) listening | Music and Theater Arts to Bookmark material or Course ePortfolio
Inspired by the work of the architect Antoni Gaudi, this research workshop will explore three-dimensional problems in the...
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Inspired by the work of the architect Antoni Gaudi, this research workshop will explore three-dimensional problems in the static equilibrium of structural systems. Through an interdisciplinary collaboration between computer science and architecture, we will develop design tools for determining the form of three-dimensional structural systems under a variety of loads. The goal of the workshop is to develop real-time design and analysis tools which will be useful to architects and engineers in the form-finding of efficient three-dimensional structural systems.
Material Type:
Online Course
Author:
Cutler, Barbara highlight some technical aspects of the classical tradition in architecture that have so far...
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Material Type:
Online Course
Author:
Carpo, Mario
Date Added:
May 12This is the transcript for the video "A Language for Movement" (1996)which is part of an Open University series entitled...
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This is the transcript for the video "A Language for Movement" (1996)which is part of an Open University series entitled "Seeing through Mathematics״. The
Material Type:
Reference Material
Author:
The Open University
Date Added:
Dec 20, 2012 Transcript | 677.169 | 1 |
Mathematica 10 Essential Training
Mathematica 10 Essential Training
Mathematica 10 Essential Training teaches information workers how to analyze data using the Mathematica 10 environment and language. After completing the course, members will be able to set up Mathematica notebooks, import data, use operators to perform simple calculations, create and manipulate lists, perform matrix calculations, analyze data using descriptive statistics, and write and debug Mathematica scripts. Author Curt Frye also shows how to visualize data with charts, convert files into the Computable Document Format, and add animation to make your results more interactive. | 677.169 | 1 |
presents an innovative synthesis of methods used to study the problems of equivalence and symmetry that arise in a variety of mathematical fields and physical applications. It draws on a wide range of disciplines, including geometry, analysis, applied mathematics, and algebra. Dr. Olver develops systematic and constructive methods for solving equivalence problems and calculating symmetries, and applies them to a variety of mathematical systems, including differential equations, variational problems, manifolds, Riemannian metrics, polynomials, and differential operators. He emphasizes the construction and classification of invariants and reductions of complicated objects to simple canonical forms. This book will be a valuable resource for students and researchers in geometry, analysis, algebra, mathematical physics and related fields. | 677.169 | 1 |
GraphSightLatest version 2.0.1
Software Review
Plots coordinates and makes graphs for math
GraphSight was designed as a piece of software that allows students to easily plot coordinates and create graphs. With a comprehensive set of graphical features, GraphSight is a wonderful tool for making presentations.
The creators of GraphSight have developed software that is incredibly easy to use, so that students can get right into graphing and solving their algebra problems. | 677.169 | 1 |
You are here
MATD 0421: An Innovative Approach for Developmental Math
Targeted instruction in the math skills you need for College Algebra
Do you enjoy learning with technology? Are you strong in some areas of math, but need help in others? Maybe you simply need a refresher before taking College Algebra, or you're repeating Elementary or Intermediate Algebra but don't need to start at the beginning again.
Your solution may be Developmental Math (MATD 0421). Following the personalized curriculum, you can bypass the topics you already know and spend time learning new topics. Likewise, students who have been away from math can spend a single semester reviewing both Elementary and Intermediate Algebra before taking on College Algebra.
MATD 0421 classes are offered primarily in the ACCelerators at select campuses.
Is MATD 0421 the right math course for you?
MATD 0421 is available for students ready to learn or improve their algebra skills. It is designed to prepare you for College Algebra (MATH 1314) and as an alternative to the following traditional lecture courses:
Elementary Algebra (MATD 0370)
Intermediate Algebra (MATD 0390)
Learn the MATD 0421 way
Attend class during your scheduled times and plan to work outside class to meet the learning progress requirements. You'll complete most coursework using the ALEKS software on a personal computer, or your mobile device. There are also paper-and-pencil assignments and tests.
How you'll get started
On the first day, instructors, tutors, and staff will help you log on to ALEKS. You'll then answer a series of math questions that give you credit for the things that you already know and identify which concepts you need to master. When you finish, ALEKS generates a learning "pie" individualized just for you.
Working through your ALEKS 'pie'
With help from ALEKS and guidance from your instructor and tutors, you'll take an active role in your math learning. You are encouraged to work as hard as possible to accomplish as much as you can within the semester. You may even complete your developmental math sooner than you expected, saving both time and money.
Learn more
Speak with an advisor on campus, call the Mathematics Program Specialist (Christie Allen-Johnson 512-223-7350), or email math@austincc.edu for more information. | 677.169 | 1 |
Website Detail Page
This is a simple Java applet enabling users to add two two-dimensional vectors. The user can choose the two vectors by clicking on a grid. The components, magnitude, and direction are immediately shown. Once the two vectors are chosen, a press of a button shows the vector sum, its components, its magnitude and its direction.
The simulation was designed deliberately so that there is no way to enter the components, magnitude, or direction of a vector manually: it must be done graphically by dragging the cursor. Thus, beginning students can develop a good feel for what all these quantities mean graphically.
Disclaimer: ComPADRE offers citation styles as a guide only. We cannot offer interpretations about citations as this is an automated procedure. Please refer to the style manuals in the Citation Source Information area for clarifications. | 677.169 | 1 |
PreCalculus Advice
Showing 1 to 1 of 1
Basic introduction to higher level math. Work hard here and it will pay off in your other courses. Mathematics is a language, it takes some time, practice, and in time you will feel comfortable with it.
Course highlights:
This course was a baseline for Calculus 1-3 which in turn will apply to your Physics courses and differential equations. Pre-Calculus becomes a tool box that you never leave behind. You get to see it all come together in differential equations.
Hours per week:
12+ hours
Advice for students:
Do all of the homework, ask questions, and get help from someone who can explain the methods to you. If you get stuck on a problem, move on, come back to it, or ask your professor later. Try to help others when they are struggling. Trying to explain the concepts to someone else reinforces your knowledge. | 677.169 | 1 |
Product Details
Framework Maths: Year 9: Access Workbook by Ray Allan
Quick Overview
Comprises around 80 worksheets that complement the material covered in the "Year 8 Access Students' book". This title helps less-able students write onto diagrams saving time, and helps them keep their work together as a record of achievement.
Details
This fill-in workbook comprises around 80 worksheets that complement the material covered in the Year 8 Access Students' book, meaning less-able students can write directly onto diagrams saving valuable time, and helping them keep their work together as a record of achievement.
Additional Information
SKU
GOR006097154
Title
Framework Maths: Year 9: Access Workbook
Author
By (author) Ray Allan
Contributor
By (author) Martin Williams
Condition
VERYGOOD
Binding Type
Paperback
Publisher
Oxford University Press
Year Published
2005
Page Number
80
ISBN
0199149747
ISBN13
97801991497 | 677.169 | 1 |
This text provides detailed instructions, examples and activities for the use of the TI83Plus/84Plus graphing calculator. Calculator exercises can greatly enhance instruction and the construct of mathematical knowledge. The text is an excellent tool for teachers and students
"synopsis" may belong to another edition of this title.
About the Author:
Dr Elisabeth Knowlton received her BS in Mathematics and MS in Mathematics with Emphasis in Statistics from Northern Illinois University, and her PhD from Northcentral University. She has 20+ years of teaching experience at the college level. | 677.169 | 1 |
News
Math
Math
Middle School Division - Math at Providence Middle School is based on a connected math concept. While sixth graders concentrate on mastering basic operations, they are also working with word problems that reflect real-life situations in the home, community and world. Seventh graders continue this approach while strengthening their understanding of pre-algebra fundamentals such as integers and solving basic equations. Eighth graders, based on standardized test scores, end of 7th grade course test and math average, may take the integrated algebra/geometry course and receive high school credit at Providence.
High School Division - The mathematics curriculum seeks to prepare the student for today's mathematically dependent society by offering a wide variety of courses. Program offerings include the traditional triad of algebra, geometry and functions as well as other courses to prepare students for upper level science courses and college math. In all math courses, students are given numerous opportunities to solve a variety of problems in context. All students are required to purchase their own scientific calculator. | 677.169 | 1 |
Here are my online notes for my Algebra course that I teach here at Lamar University, although I have to admit that it's...
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״Here are my online notes for my Algebra course that I teach here at Lamar University, although I have to admit that it's been years since I last taught this course. At this point in my career I mostly teach Calculus and Differential Equations. has some exposure to the basics of algebra at some point prior to this. While there is some review of exponents, factoring and graphing it is assumed that not a lot of review will be needed to remind you how these topics work.״
Material Type:
Open (Access) Textbook
Author:
Paul Dawkins
Date Added:
Jun 10, 2011
Date Modified:
Apr'College Algebra is an introductory text for a college algebra survey course. The material is presented at a level intended...
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'College Algebra is an introductory text for a college algebra survey courseEach section includes homework exercises, and the answers to most computational questions are included in the text (discussion questions are open-ended). Graphing calculators are used sparingly and only as a tool to enhance the Mathematics, not to replace it.'
Material Type:
Open (Access) Textbook
Author:
Jeff Zeager, Carl Stitz
Date Added:
Apr 26This online course comes from the Open Learning Initiative (OLI) by Carnegie Mellon. "The course includes self-guiding...
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This online course comes from the Open Learning Initiative (OLI) by Carnegie Mellon. "The course includes self-guiding materials and activities, and is ideal for independent learners, or instructors trying out this course package.""Discrete mathematics, also called finite mathematics or decision mathematics, is the study of mathematical structures that are fundamentally discrete in the sense of not supporting or requiring the notion of continuity. Objects studied in finite mathematics are largely countable sets such as integers, finite graphs, and formal languages. Concepts and notations from discrete mathematics are useful to study or describe objects or problems in computer algorithms and programming languages."At this point only one of the planned 15 modules is currently available, that on Groups.
Material Type:
Online Course
Author:
Open Learning Initiative
Date Added:
Feb 04, 2011 OER Commons, "Crossroads in Mathematics: Standards for Introductory College Mathematics Before Calculus has two...
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According to OER Commons, "Cross worthwhile mathematical tasks. Preparation of these standards has been guided by the principle that faculty must help their students think critically, learn how to learn, and find motivation for the study of mathematics in appreciation of its power and usefulness' (direct from website). Users can access all chapters of the book as well as the Illinois Mathematics Association of Community Colleges.״
Material Type:
Open (Access) Textbook
Author:
SERC
Date Added:
Feb 01, 2011
Date Modified:
Novroads in Mathematics: Standards for introductory college mathematics before calculus to Bookmark material or Course ePortfolio
'This review book, used in conjunction with free online YouTube videos, is designed to help students prepare for exams, or...
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'This review book, used in conjunction with free online YouTube videos, is designed to help students prepare for exams, or for self-study. The topics covered here are most of the standard topics covered in a first course in differential equations.The chapters and sections of this review book, organized by topics, can be read independently. Each chapter or section consists of three parts: (1) Theory; (2) YouTube Example; and (3) Additional Practice. In Theory, a summary of the topic and associated solution method is given. It is assumed that the student has seen the material before in lecture or in a standard textbook so that the presentation is concise. In YouTube Example, an online YouTube video illustrates how to solve an example problem given in the review book. Students are encouraged to view the video before proceeding to Additional Practice, which provides additional practice exercises similar to the YouTube example. The solutions to all of the practice exercises are given in this review book's Appendix.For students who self-study, or desire additional explanatory materials, a complete set of free lecture notes by the author entitled An Introduction to Differential Equations can be downloaded by clicking HERE. This set of lecture notes also contains links to additional YouTube tutorials. The lecture notes and tutorials have been extensively used by the author over several years when teaching an introductory differential equations course at the Hong Kong University of Science and Technology.'
Material Type:
Open (Access) Textbook
Author:
Jeffrey Chasno
Date Added:
Apr 21, 2015
Date Modified:
Apr Elementary Algebra was produced by the WA State Board for Community & Technical...
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This free and open online course in Elementary Algebra was produced by the WA State Board for Community & Technical Colleges [ course is the study of basic algebraic operations and concepts and the structure and use of algebra. This includes the solutions to algebraic equations. factoring algebraic functions, working with rational expressions, and graphing of linear equations 28At first blush one might think that of all areas of mathematics certainly arithmetic should be the simplest, but it is a...
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״At first blush one might think that of all areas of mathematics certainly arithmetic should be the simplest, but it is a surprisingly deep subject. We assume that students have some familiarity with basic set theory, and calculus. But very little of this nature will be needed. To a great extent the book is self-contained. It requires only a certain amount of mathematical maturity. And, hopefully, the student's level of mathematical maturity will increase as the course progresses. Before the course is over students will be introduced to the symbolic programming language Maple which is an excellent tool for exploring number theoretic questions.״
Material Type:
Open (Access) Textbook
Author:
W. Edwin Clark
Date Added:
Mar 10, 2010
Date Modified:
Sep Number Theory to Bookmark material or Course ePortfolio
This is a free online course offered by the Saylor Foundation.'"Everything is numbers." This phrase was uttered by the lead...
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This is a free online course offered by the Saylor Foundation.'"Everything is numbers." This phrase was uttered by the lead character, Dr. Charlie Epps, on the hit television show "NUMB3RS." If everything has a mathematical underpinning, then it follows that everything is somehow mathematically connected, even if it is only in some odd, "six degrees of separation (or Kevin Bacon)" kind of way.Geometry is the study of space (for now, mainly two-dimensional, with some three-dimensional thrown in) and the relationships of objects contained inside. It is one of the more relatable math courses, because it often answers that age-old question, "When am I ever going to use this in real life?" Look around you right now. Do you see any triangles? Can you spot any circles? Do you see any books that look like they are twice the size of other books? Does your wall have paint on it?In geometry, you will explore the objects that make up our universe. Most people never give a second thought to how things are constructed, but there are geometric rules at play. Most people never think twice about a rocket launch, but if that rocket is not launched at an exact angle, it will miss its target. A football field has to be measured out to be a rectangle; if you used another shape, such as a trapezoid, that would give an unfair advantage to one team, because that one team would have more space to work with.In this course, you will study the relationships between lines and angles. Have you ever looked at a street map? Believe it or not, there is a lot of geometry on a map, as you will see from this course. You will learn to calculate how much space an object covers, which is useful if you ever have to, say, buy some paint. You will learn to determine how much space is inside of a three-dimensional object, which is useful for those times you are trying to fit four suitcases, three kids, two adults, and a dog into the back of your vehicle.These are just some of the topics you will be learning. As you will quickly see, everything is not just numbers; it is also relationships. Even nature itself knows this. What did the little acorn say when it grew up? "Gee, I'm a tree!"'
Material Type:
Online Course
Author:
The Saylor Foundation
Date Added:
Feb 22, 2013=============== the | 677.169 | 1 |
This guide covers the story of trigonometry. It is a swift overview, but it is complete in the context of the content discussed in beginning and advanced high-school courses. The purpose of these notes is to supplement and put into perspective the material of any course on the subject you may have taken or are currently taking. (These notes will be tough going for those encountering trigonometry for the very first time!)
Choose the book written for the way you teach with McKeague/Turner's best-selling TRIGONOMETRY, Sixth Edition. This trusted edition presents contemporary concepts in short, manageable sections using the most current, detailed examples and high-interest applications. Captivating illustrations of trigonometry concepts in action, such as Lance Armstrong's cycling success, the Ferris wheel, and even the human cannonball, as well as unique Historical Vignettes help motivate and keep students' interest throughout your course. TRIGONOMETRY, Sixth Edition, continues to use a standard right-angle approach to trigonometry with an unmatched emphasis on study skills that prepares students for future success in advanced courses, such as calculus. The book's proven blend of exercises, fresh applications, and projects is now combined with a simplified approach to graphing and the convenience of new Enhanced WebAssign--a leading, time-saving online homework tool for instructors and students that's correlated with your Instructor's Edition for cohesive support. Innovative tools like the new CengageNOW online course management system complete this market-leading TRIGONOMETRY, Sixth Edition, package to ensure you have everything you need for a course that holds your students' interest and clarifies even the most advanced topics for your students' trigonometry success. Important Notice: Media content referenced within the product description or the product text may not be available in the ebook version.
This no-nonsense guide provides students and self-learners with a clear and readable study of trigonometry's most important ideas. Tim Hill's distraction-free approach combines decades of tutoring experience with the methods of his old-school Russian math teachers. The result: learn in a few days what conventional schools stretch into months. - Teaches general principles that can be applied to a wide variety of problems. - Avoids the mindless and excessive routine computations that characterize conventional textbooks. - Treats trigonometry as a logically coherent discipline, not as a disjointed collection of techniques. - Restores proofs to their proper place to remove doubt, convey insight, and encourage precise logical thinking. - Omits digressions, excessive formalities, and repetitive exercises. - Covers all the trigonometry needed to take a calculus course.- Includes solutions to all problems. Contents 1. A Few Basics 2. Radian Measure 3. The Trig Functions 4. Trig Values for Special Angles 5. Graphs of Trig Functions 6. The Major Formulas 7. Inverse Trig Functions 8. The Law of Cosines (and Sines) 9. Solutions 10. Trig Cheat Sheet
A plain-English guide to the basics of trig Trigonometry deals with the relationship between the sides and angles of triangles... mostly right triangles. In practical use, trigonometry is a friend to astronomers who use triangulation to measure the distance between stars. Trig also has applications in fields as broad as financial analysis, music theory, biology, medical imaging, cryptology, game development, and seismology. From sines and cosines to logarithms, conic sections, and polynomials, this friendly guide takes the torture out of trigonometry, explaining basic concepts in plain English and offering lots of easy-to-grasp example problems. It also explains the "why" of trigonometry, using real-world examples that illustrate the value of trigonometry in a variety of careers. Tracks to a typical Trigonometry course at the high school or college level Packed with example trig problems From the author of Trigonometry Workbook For Dummies Trigonometry For Dummies is for any student who needs an introduction to, or better understanding of, high-school to college-level trigonometry.
Boiled-down essentials of the top-selling Schaum's Outline series for the student with limited time What version of its predecessor. With an emphasis on clarity and brevity, each new title features a streamlined and Designed to appeal to underprepared students and readers turned off by dense text Cartoons, sidebars, icons, and other graphic pointers get the material across fast Concise text focuses on the essence of the subject Delivers expert help from teachers who are authorities in their fields Perfect for last-minute test preparation So small and light that they fit in a backpack!
From angles to functions to identities - solve trig equations with ease Got a grasp on the terms and concepts you need to know, but get lost halfway through a problem or worse yet, not know where to begin? No fear - this hands-on-guide focuses on helping you solve the many types of trigonometry equations you encounter in a focused, step-by-step manner. With just enough refresher explanations before each set of problems, you'll sharpen your skills and improve your performance. You'll see how to work with angles, circles, triangles, graphs, functions, the laws of sines and cosines, and more! 100s of Problems! * Step-by-step answer sets clearly identify where you went wrong (or right) with a problem * Get the inside scoop on graphing trig functions * Know where to begin and how to solve the most common equations * Use trig in practical applications with confidence
Provides a broad-based, reality-oriented, easy-to-comprehend approach to the topic. Materials are designed to take into account the wide range of backgrounds and knowledge of students. Emphasizes skill in carrying out various algorithms; developing and using mathematical properties, relationships, and proofs; applying mathematics in realistic situations; and representing concepts with graphs or other diagrams. Includes self-test exercises. courses in trigonometry. Steadfast Support for your Evolving Course The College Algebra series, by Lial, Hornsby, Schneider, and Daniels, combines the experience of master teachers to help students develop both the conceptual understanding and the analytical skills necessary for success in mathematics. With this latest edition, the authors respond to the challenges of new student expectations and new classroom models. The Lial team is now offering a new suite of resources to support today's instructors and students. Note: You are purchasing a standalone product; MyMathLab does not come packaged with this content. Students, if interested in purchasing this title with MyMathLab, ask your instructor for the correct package ISBN and Course ID. Instructors, contact your Pearson representative for more information.
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Need help with math? Start homework help ancient egypt browsing Purplemath's free resources below! Content Continues Below, these free lessons are cross-referenced to help you find related material, and the "Search" box on every page is available to help you find whatever math content you're looking for.Before going to class, some students have found it helpful to print out Purplemath's math lesson for that day's topic. Purplemath's pages print out neatly and clearly.You can take notes in the margins or on the flip-side of each sheet. Then, after class, return here for the next topic. | 677.169 | 1 |
Introduction to Management Science (12th Edition)
Using simple, straightforward examples to present complex mathematical concepts,Introduction to Management Science gives students a strong foundation in how to logically approach decision-making problems. Sample problems are used liberally throughout the text to facilitate the… | 677.169 | 1 |
Discrete mathematics help
Discrete mathematics, or finite mathematics, involves breaking up sets of elements into separate or discontinuous parts perform discrete mathematics in. This course covers elementary discrete mathematics for computer science and engineering it emphasizes mathematical definitions and. Discrete mathematics provides a common forum for significant research in many areas of discrete mathematics and combinatorics among the fields. Learn boolean algebra, binomial theorem and algorithm analysis with a tutor online 24/7 boost your grades with a discrete math tutor today. Get online tutoring and college homework help for discrete math we have a full team of professional discrete math tutors ready to help you today.
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Discrete mathematics introduction - learn discrete mathematics concepts in simple and easy steps starting from their introduction, sets, relations, functions. Discrete math help - where to get it discrete mathematics is also called decision mathematics or finite mathematics discrete mathematics is the study of. Discrete mathematics is the branch of mathematics dealing with objects that can assume only distinct, separated values the term discrete mathematics is therefore. | 677.169 | 1 |
Table of Contents
Prefaces
1. Preliminary algebra
2. Preliminary calculus
3. Complex numbers and hyperbolic functions
4. Series and limits
5. Partial differentiation
6. Multiple integrals
7. Vector algebra
8. Matrices and vector spaces
9. Normal modes
10. Vector calculus
11. Line, surface and volume integrals
12. Fourier series
13. Integral transforms
14. First-order ordinary differential equations
15. Higher-order ordinary differential equations
16. Series solutions of ordinary differential equations
17. Eigenfunction methods for differential equations
18. Special functions
19. Quantum operators
20. Partial differential equations: general and particular
21. Partial differential equations: separation of variables
22. Calculus of variations
23. Integral equations
24. Complex variables
25. Application of complex variables
26. Tensors
27. Numerical methods
28. Group theory
29. Representation theory
30. Probability
31. Statistics
Index.
Other Editions of Mathematical Methods for Physics and Engineering | 677.169 | 1 |
7th Grade Math CD-ROM
These programs are not just textbooks on CD-ROMs—they're like having a fun, personal tutor of your very own. Speedstudy Math programs provide a solid educational foundation designed to raise grades and test scores and improve math skills in the classroom and beyond. Using timed quizzes, step-by-step animations, and a fun 3-D interface, these products give students the tools they need to master important math concepts. Build basic math skills fast and painlessly, prepare for proficiency exams, and take the worry out of middle-school math. Each CD-ROM features curriculum-based lessons, designed by educators to help students understand and practice critical thinking and problem-solving skills.
7th Grade Math— With more than 25 lessons and 200+ quiz questions, this program teaches such topics as integers, absolute values, negative fractions, ratios, exponents, graphing linear equations, scientific notation, and probability. In addition, this program includes an on-screen calculator, graphing calculator, links to online web help, and a searchable database of 500+ key terms. | 677.169 | 1 |
Quoted from the site: [This site contains...] "Free mathematics tutorials to help you explore and gain deep understanding of...
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Quoted from the site: [This site contains...] "Free mathematics tutorials to help you explore and gain deep understanding of math topics." The math topics covered include 1) Precalculus Tutorials 2) Calculus Tutorials and Problems 3) Geometry Tutorials and Problems 3) Trigonometry Tutorials and Problems for Self Tests 4) Elementary statistics and probability tutorials 5) Applications of mathematics in physics and engineering. And much more, including many applets.
Material Type:
Collection
Author:
kader dendane
Date Added:
Jun 20, 2008lder adult students in college have many challenges besides their busy home lives and employment situations; often they must...
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Older adult students in college have many challenges besides their busy home lives and employment situations; often they must also successfully learn remedial college mathematics before they can attempt to conquer their required mathematics courses. During this process, many face fears and anxieties for the subject built up from years of struggles with mathematics. Many colleges are using online tutorials as a resource in these courses to give additional instruction, homework scaffolding and feedback, and to deliver assessments. Yet older students often describe themselves as "old school," preferring to use bound textbooks instead of online resources. Few studies have investigated the effects of the use of online tutorials for older adults in these courses. This brief qualitative study involves interviews from four older students in remedial college mathematics to hear their side of the issue. Some recommendations are offered as a result of what they had to say.
Material Type:
Open (Access) Journal-Article
Author:
Greg A. Baugher Look at Online Tutorial Experiences of Older Students in Remedial College Mathematics to Bookmark material or Course ePortfolio
There has been growing interest in designing online learning systems that are accessible to learners with special needs. In...
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There has been growing interest in designing online learning systems that are accessible to learners with special needs. In this project, an existing online math word problem solving system was modified for use by blind students. Text-to-speech technology was used to present math word problems in audio format, and to provide audio feedback to students about their answers. The adapted system was evaluated with blind middle school students (N = 11). Results indicated that blind students' problem solving was comparable to that of sighted students who had worked with the original system.
Material Type:
Open (Access) Journal-Article
Author:
Carole R. Beal, Erin Shaw Math Problem Solving System for Middle School Students who are Blind Mathematics is a fully peer-reviewed, open access, international scholarly journal with a mission to help researchers...
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Cogent Mathematics is a fully peer-reviewed, open access, international scholarly journal with a mission to help researchers communicate with a global audience and interact with experts across the mathematics community and beyond. Cogent Mathematics considers original research articles in any of the following branches of mathematical and statistical research: Apllied and Interdisciplinary Mathematics; Computational Science; Pure Mathematics; and Statistics.Cogent Mathematics open access articles are distributed under a Creative Commons Attribution (CC-BY) 4.0 International license agreement.NOTE: Authors pay to publish
Material Type:
Collection
Author:
Kok Lay Teo and Yong Hong Wu (Editors-in-Chief)
Date Added:
Dec 26 | 677.169 | 1 |
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