text stringlengths 6 976k | token_count float64 677 677 | cluster_id int64 1 1 |
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DESCRIPTION: For sophomore/junior-level signals and systems courses in Electrical and Computer Engineering departments. This text provides a clear, comprehensive presentation of both the theory and applications in signals, systems, and transforms. It presents the mathematical background of signals and systems, including the Fourier transform, the Fourier series, the Laplace transform, the discrete-time and the discrete Fourier transforms, and the z-transform. The text integrates MATLAB examples into the presentation of signal and system theory and applications | 677.169 | 1 |
We will watch every student closely the first marking period.• We do not want any student to have a grade of less than 80.
9.
• At Second Progress… • Any student with below a 75 average will be recommended for an immediate move to 8th Grade G-T Math• At The First Marking Period… • Any student with under an 80 average will be recommended for an immediate move to 8th Grade G-T Math.
10.
• October 26th… • FBISD's FINAL DAY for moving from Pre-AP Algebra to 8th Grade G-T Math. • After this day students must stay in Algebra.
11.
Read & NotesLessons typically begin with areading assignment.Students will read and take notesover one or two sections of the text.This prepares the students for thenext day's classroom discussion.
12.
Class LessonA new concept or lesson is based onwhat students read the previousevening.They already have begun their notesand only need to fill in the blankswhen taking class notes.
13.
Home PracticeDaily practice assignments arebased on the day's lesson.It will generally take about 45 to 60minutes.We encourage students use a 20Minute Rule when doing theirpractice.
14.
ReviewAt the beginning of class we reviewand discuss selected problems withwhich students have had somedifficulties.
15.
• There are 3 levels of problems • Level A – Learn the concept; practice speed • Level B – What everyone should be able to do • Level C – Higher level – stretch the skills• Students choose which problems to do, BUT they must do some from each level.
17.
• An end-of-course exam that covers the Texas-mandated curriculum• The test will be timed• 15% of final course grade (possibly)• No need to take a grade level assessment
18.
• We will be using the TI-Nspire CX Handheld• We will have a wireless network with … • collaborative activities, questioning, • document transfer, quick polls, assessments • student lesson activities• I strongly suggest your student have one at home | 677.169 | 1 |
DESCRIPTION: This write-on workbook is intended to provide students with opportunities to consolidate prior learning by revising key knowledge and using their mathematics to solve problems. A range of key knowledge is revised each week to remind students of what they know. The problems are designed to make students think mathematically and use problem solving strategies rather than simply recall set procedures | 677.169 | 1 |
BEGINNING ALGEBRA Seventh Edition
- page 2 / 4
M AT H E M AT I C S
NEW TO THIS EDITION
KEY FEATURES
New chapter openers feature applications in mathematics such as "Mathematics in Medicine," "Mathematics in Carpentry," "Mathematics in Food Preparation," and more. Each chapter opener refers the student to certain applied problems in the Exercise sets.
Each chapter begins with a new and engaging InfoTrac® College Edition Project, specifically chosen to demonstrate the importance of mathematics and spark your students' interest in the subject matter. Four months of free access to InfoTrac College Edition is included with every new copy of the text, allowing you to incorporate an array of current applications or the latest research into your lectures.
This Seventh Edition includes more Application problems than any previous edition. This abundance of new problems reflects the authors' emphasis on problem-solving through realistic applications. Also included is an Index of Applications, making it easy for instructors and students to quickly locate these problems. In addition to Application problems, each problem set also includes Review, Vocabulary and Concepts, Practice, Writing, and Something to Think About.
This edition features a colorful new design that is more appealing and easier to read. All calculator art has been rendered by an artist and is more visually appealing and educationally effective. The authors make thoughtful use of color to highlight essential areas that instructors would normally highlight in a classroom discussion.
New rules for multiplying and dividing real numbers are given in section 1.5, "Multiplying and Dividing Real Numbers."
In Section 2.7, "Solving Inequalities," material is now included to help students translate from words to inequality statements.
To allow students to focus completely on factoring techniques when first encountering them, the work on solving quadratic equations has been moved into a separate section toward the end of Chapter 5, "Factoring Polynomials."
Chapter 6, "Proportions and Rational Expressions," includes new material listing the steps to use when solving equations containing fractions.
Application problems are built around the authors' proven five- step problem-solving strategy: analyze the problem, form an equation, solve the equation, state the conclusion, and check the result. Authors' Notes further explain each step of the problem- solving process.
NCTM standards, the AMATYC Crossroads, and the current trends in mathematics reform are carefully implemented with an emphasis on problem solving and the use of technology.
Self-Checks give students the opportunity to immediately apply concepts, and are included with most examples. Answers are found at the end of each section.
Comment features warn students about common errors and provide them with interesting insights about the material.
Graphing calculator coverage is integrated throughout the text for reinforcement and further discovery. Exercises requiring a graphing calculator are clearly marked. In the calculator problems, keystrokes are now given for both scientific and graphing calculators. For instructors who do not use calculators in the classroom, the material on calculators can be omitted without interrupting the flow of ideas. All topics are presented in a conventional way.
Each section begins with Getting Ready exercises that review skills students need for the new material. | 677.169 | 1 |
Detail Table of Contents
Buy Now
Please allow 5 to 10 days for delivery.
Detail Table of Contents
Basics of Mathematics : Chapter 2
SUMMARY:
This chapter intends to provide the student a fundamental knowledge of mathematics. It discusses the basics of mathematics starting from the types of number systems used, concepts of permutations and combinations, logarithms, progressions, and functions.
The two number systems that we generally use are decimal and binary systems. This chapter also discussed the octal number system.
Permutations refer to the arrangements that can be made by taking some or all of a number of objects available. Combinations refer to selections that can be made by taking some or all of a number of things available. This chapter discussed the concepts of permutations and combinations.
The logarithm of any number to a given base is the index
or the power to which the base has to be raised in order to equal the given number. This chapter discussed the concepts of logarithms.
Progression is a series of numbers which follow a specific rule. According to the relationship between the constituent numbers, progressions are of three types-Arithmetic, Geometric and Harmonic. This chapter also discussed the concepts of progressions and functions. The different types of functions are linear functions, inverse functions, exponential functions and logarithmic functions. | 677.169 | 1 |
Assessment is a key driver in mathematics education. This book examines computer aided assessment (CAA) of mathematics in which computer algebra systems (CAS) are used to establish the mathematical properties of expressions provided by students in response to questions. In order to automate such assessment, the relevant criteria must be encoded and, in articulating precisely the desired criteria, the teacher needs to think very carefully about the goals of the task. Hence CAA acts as a vehicle to examine assessment and mathematics education in detail and from a fresh perspective. One example is how it is natural for busy teachers to set only those questions that can be marked by hand in a straightforward way, even though the constraints of paper-based formats restrict what they do and why. There are other kinds of questions, such as those with non-unique correct answers, or where assessing the properties requires the marker themselves to undertake a significant computation. It is simply not sensible for a person to set these to large groups of students when marking by hand. However, such questions have their place and value in provoking thought and learning.
This book, aimed at teachers in both schools and universities, explores how, in certain cases, different question types can be automatically assessed. Case studies of existing systems have been included to illustrate this in a concrete and practical | 677.169 | 1 |
Cognitive Tutor
For Students Grades 9-12
Focus on individual students' needs with software that customizes feedback, hints, and prompts within each problem. With Cognitive Tutor® Software, students in grades 9-12 have all the resources they need to succeed.
Lesson, key terms, and skills: Before working on problems, students can review the lesson, read, or look up the applicable key terms, and see the skills for that particular section.
Glossary: Definitions of key terms are available in both English and Spanish.
Step-by-step, interactive examples: These examples deliver on-screen, step-by-step instruction for each software unit. Students can see and engage in examples that promote a conceptual understanding of the problems being solved. | 677.169 | 1 |
Inequalities
The present booklet contains some particularly interesting inequalities playing an important role in various sections of higher mathematics. These inequalities are used for finding the greatest and least values as well as for calculating the limits. The booklet contains 63 problems and most of them are provided with detailed solutions.
The book is intended for students of senior classes of secondary schools.
From the preface …
In the mathematics course of secondary schools students get acquainted with the properties of inequalities and methods of their solution in elementary cases (inequalities of the first and second degree).
In this booklet the author did not pursue the aim of presenting the basic properties of inequalities and made an attempt only to familiarize students of senior classes with some particularly remarkable inequalities playing an important role in various sections of higher mathematics and with their use for finding the greatest and the least values of quantities and for calculating some limits.
…
The solution of some difficult problems carried out individually will undoubtedly do the reader more good than the solution of a large number of simpler ones.
For this reason we strongly recommend the readers to perform their own solutions before referring to the solutions given by the author at the end of the book. However, one should not be disappointed if the obtained results differ from those of the patterns. The author considers it as a positive factor.
Note there are two English language version of this book. There is not a great deal of difference between them, but they each have their strength and weaknesses (see review below).
This short paperback pamphlet by P. P. Korovkin, in either version, is one of the best and shortest introductions to inequalities and their use. It should be accessible to general readers with a solid foundation of high school mathematics.
Here, the concepts material is divided into five chapters of about 10 pages each, followed by a final chapter with exercise solutions. The introductory three chapters present basic principles and the final two chapter (before the solution section) present applications of inequalities to "Maxima and Minima" and to the "Calculation of Some Limits".
This particular edition has some font and translation issues. The text was prepared by typewriter, and is a bit difficult to read. The translation by H. Moss has the occasional awkward sentence. However, the layout is excellent with formulas nicely separated from text.
There is a better translation of this work printed by the Russian publisher MIR, available in their "Little Mathematics Library". That slightly smaller-formatted edition is also set in a more readable font. However, that pamphlet's layout is not as satisfactory, with formulas less well separated from the supporting text.
This edition has a slightly sturdier cover than the MIR edition. It's more like a Dover paperback, probably familiar to most mathematics readers. Either edition provides an outstanding introduction; the MIR edition has the better translation and font, and this edition a better layout of formulas. | 677.169 | 1 |
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Unformatted text preview: Integer Programming Recall that we defined integer programming problems in our discussion of the Divisibility As- sumption in Section 3.1. Simply stated, an integer programming problem (IP) is an LP in which some or all of the variables are required to be non-negative integers. In this chapter (as for LPs in Chapter 3), we find that many real-life situations may be formu- lated as IPs. Unfortunately, we will also see that IPs are usually much harder to solve than LPs. In Section 9.1, we begin with necessary definitions and some introductory comments about IPs. In Section 9.2, we explain how to formulate integer programming models. We also dis- cuss how to solve IPs on the computer with LINDO, LINGO, and Excel Solver. In Sections 9.39.8, we discuss other methods used to solve IPs. 9.1 Introduction to Integer Programming An IP in which all variables are required to be integers is called a pure integer pro- gramming problem. For example, max z 3 x 1 2 x 2 s.t. x 1 x 2 6 (1) x 1 , x 2 0, x 1 , x 2 integer is a pure integer programming problem. An IP in which only some of the variables are required to be integers is called a mixed integer programming problem. For example, max z 3 x 1 2 x 2 s.t. x 1 x 2 6 x 1 , x 2 0, x 1 integer is a mixed integer programming problem ( x 2 is not required to be an integer). An integer programming problem in which all the variables must equal 0 or 1 is called a 01 IP. In Section 9.2, we see that 01 IPs occur in surprisingly many situations. The following is an example of a 01 IP: max z x 1 x 2 s.t. x 1 2 x 2 2 (2) 2 x 1 x 2 1 x 1 , x 2 0 or 1 Solution procedures especially designed for 01 IPs are discussed in Section 9.7. A nonlinear integer programming problem is an optimization problem in which either the objective function or the left-hand side of some of the constraints are nonlinear functions and some or all of the variables must be integers. Such problems may be solved with LINGO or Excel Solver. Actually, any pure IP can be reformulated as an equivalent 01 IP (Section 9.7). The concept of LP relaxation of an integer programming problem plays a key role in the solution of IPs. D E F I N I T I O N The LP obtained by omitting all integer or 01 constraints on variables is called the LP relaxation of the IP. For example, the LP relaxation of (1) is max z 3 x 1 2 x 2 s.t. x 1 x 2 6 (1 ) x 1 , x 2 and the LP relaxation of (2) is max z x 1 x 2 s.t. x 1 2 x 2 2 (2 ) s.t. 2 x 1 x 2 1 x 1 , x 2 Any IP may be viewed as the LP relaxation plus additional constraints (the constraints that state which variables must be integers or be 0 or 1). Hence, the LP relaxation is a less constrained, or more relaxed, version of the IP. This means that the feasible region for any IP must be contained in the feasible region for the corresponding LP relaxation. For any IP that is a max problem, this implies that Optimal z-value for LP relaxation optimal z-value for IP (3) This result plays a key role when we discuss the solution of IPs.This result plays a key role when we discuss the solution of IPs....
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This book/disk offers scientists, engineers, statisticians and programmers a toolbox of numerical routines in Visual Basic. The routines support number-crunching applications that run in Windows. Each chapter briefly describes the numerical analysis algorithms covered in the chapter; discusses the implementation of the related Visual Basic code; presents the code for the individual routines, with comments outlining the purpose, the role of the parameters, error handling and other features; supplies brief test programs; and includes text boxes and icons to highlight tips, tricks and warnings, where appropriate. The disk features all the mathematical routines explained in the book. | 677.169 | 1 |
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Be sure that you have an application to open this file type before downloading and/or purchasing.
0.43 MB | 32 pages
PRODUCT DESCRIPTION
This 8 lesson unit concentrates on the solution to linear systems of equations. The fundamental notion of solution to a system is introduced by solving the systems graphically. A review of solving systems of substitution is included. The method elimination is then developed by using properties of equality to manipulate equations. Extensive modeling examples are included both for systems of linear equations and systems of linear inequalities | 677.169 | 1 |
This edition features the exact same content as the traditional book in a convenient, three-hole- punched, loose-leaf version. Books a la Carte also offer a great value-this format costs significantly less than a new textbook. Michael Sullivan's time-tested approach focuses students on the fundamental skills they need for the course: preparing for class, practicing with homework, and reviewing the concepts. The Enhanced with Graphing Utilities Series has evolved to meet today's course needs by integrating the usage of graphing calculator, active-learning, and technology in new ways to help students be successful in their course, as well as in their future endeavors. In the Sixth Edition, the "Are You Prepared?" section openers focus on students mastering the prerequisite material before beginning a new topic. This package contains: Books a la Carte for College Algebra Enhanced with Graphing Utilities, Sixth Edition
Mike Sullivan's time-tested approach focuses students on the fundamental skills they need for the course: preparing for class, practicing with homework, and reviewing the concepts. In the Ninth Edition, Algebra and Trigonometry has evolved to meet today's course needs, building on these hallmarks by integrating projects and other interactive learning tools for use in the classroom or online. Note: This is the standalone book, if you want the book/access card order the ISBN below; 0321760654 / 9780321760654 Algebra and Trigonometry plus MyMathLab with Pearson eText --1716566 / 9780321716569 Algebra and Trigonometry
Since the dawn of humanity, men have attempted to divine the nature of the heavens. The first astronomers mapped the movement of the seasons and used the positions of the constellations for augurs and astrology. Today, the search goes ever deeper into the nature of reality and life itself. In this accessible overview, astrophysicist J.P. McEvoy tells the story of how our knowledge of the cosmos has developed. He puts in context many of the greatest discoveries of all time and many of the dominant personalities: Aristotle, Copernicus, and Isaac Newton, and as we approach the modern era, Einstein, Eddington, and Hawking. | 677.169 | 1 |
The Quantitative section measures your basic mathematical skills, understanding of elementary mathematical concepts, and the ability to reason quantitatively and solve problems in a quantitative setting. There is a balance of questions requiring basic knowledge of arithmetic, algebra, geometry, and data analysis. These are essential content areas usually studied at the high school level. The questions in the quantitative section can also be from • • • Di screte Quanti tative Questi on Quanti tative Compari son Questi on Data Interpretati on Questi on etc.
The distribution in this guide is only to facilitate the candidates. This distribution is not a part of test template, so, a test may contain all the questions of one format or may have a random number of questions of different formats. This chapter is divided into 4 major sections. The first discusses the syllabus /contents in each section of the test respectively and the remaining three sections address the question format, guide lines to attempt the questions in each format and some example questions.
2.1
2.1.1
General Mathematics Review
Arithmetic
The following are some key points, which are phrased here to refresh your knowledge of basic arithmetic principles.
Basic arithmetic
• For any number a, exactl y one of the fol l owi ng i s true: o a i s n egativ e o a i s z ero o a i s posi ti ve Th e on l y nu m ber th at i s equ al to i ts opposi te i s 0 (e. g.
•
a = − a only if a = 0 )
• •
If 0 i s m ul ti pli ed to any oth er n um ber, i t will m ak e i t zero ( a × 0 = 0 ) . Product or quoti ent of two numbers of t h e same si gn are al ways posi ti ve and of a d i fferent si gn are al ways negati ve. E. g. i f a po si ti ve number i s mul ti pli ed to a negati ve number the r esul t wi ll be nega ti ve and i f a negati ve number i s d i vi ded by another ne gati ve number the r esul t will be posi ti ve.
Every i n teger has a fini te set of factor s (di v i sors) an d an i nfi ni te set of m u l t i p l i e r s. If a and o o o o b are two i n tegers, the f oll owi n g four terms are synonyms a i s a divisor o f b a i s a factor o f b b i s a divisible b y a b i s a multiple o f a
They al l mean that when a i s divi ded by b there i s no r e m a i n der . • • • Posi ti ve i n tegers, other than 1, have at l east two posi tive factors. Posi ti ve i n tegers, other than 1, whi ch have exactl y two factors, are known as p r i m e nu m b e r s. Every i n teger greater than 1 that i s not a pri m e can be wri tten as a product of pri m es. T o f i n d t h e p r i m e f a c to r i z a ti o n of a n i n t e g e r , fi n d a n y t w...
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The United Progressive Alliance came into being in May 2004 to translate the mandate of the people of India expressed through the General Elections of 2004 into a new agenda of governance aimed at providing a responsible, responsive, caring and inclusive Government. The UPA, and its supporters, pledged themselves to preserve, protect and promote social harmony and... | 677.169 | 1 |
For many students, study skills and confidence are the biggest hurdles in being successful in learning algebra. In contrast to bulky, expensive conventional texts for developmental math courses, Beginning Algebra: Keeping it Simple introduces the material in a clear and concise manner with advice on how to study and persevere when the material seems too difficult.
Students learn how to evaluate and simplify algebraic expressions and solve first degree equations and inequalities. The material covers integer exponents, polynomials, factoring, rational expressions, and graphs of lines. Students also learn to solve polynomial and rational equations, as well as the dreaded word problem.
Designed to enhance confidence and minimize math anxiety, Beginning Algebra keeps explanations simple and illustrates them with numerous sample problems. Concise yet thorough, the book provides plenty of practice problems designed to help students master the skills needed to succeed in math studies.
Beginning Algebra is an excellent text for developmental education departments and pre-college programs offering courses in elementary or introductory algebra. Based on successful classroom teaching and response to student-feedback, Beginning Algebra not only teaches math, it teaches students that math is something they can master, and encourages them to never let it stand in their way.
Biography
Judith Atkinson earned her master's degree in mathematics and her Ph.D. in civil engineering at the University of Alaska, Fairbanks where she currently teaches both face-to-face and online courses as a tenured professor. Her main focus has been developmental level algebra courses. Dr. Atkinson also teaches a math course for non-science majors, business algebra and calculus, and math for elementary school teachers. She helped develop the UAF Math Fast Track program and coauthored a textbook to go along with the program. Prior to entering the field of teaching Dr. Atkinson worked as a civil engineer for the Alaska Department of Transportation. | 677.169 | 1 |
Insider's Guide to Teaching With the Hornsby/Lial/Rockswold
In this free version, we have 2 chapters as free and rest all can be bought through in-app purchases. Add exponents worksheet, the hardest math equation in the world, when was synthetic division invented, minumum common multiplier matlab, mcdougal littell free look through, statistical software by softmath. This is in Springer's Undergraduate Text series but the first hundred pages (out of 250) cover generating functions and get well into Polya's counting theory.
Pages: 0
Publisher: Addison Wesley (2010)
ISBN: B003U21T00
Plane and Spherical Trigonometry
New Curriculum gantry topics: high school mathematics (trigonometric)
Trigonometric Series - IN RUSSIAN CYRILLIC
Algebra Two with Trigonometry
I bought this book to use as a "home copy" for my son's algebra II class Plane Trigonometry Made Plain With Logarithmic and Trigonometric Tables. By this time he had used observations of the planet Mercury and the Alfonsine Tables to convince himself that he could explain the motion of the Earth as one of the planets E-Z Trigonometry [Paperback] [2010] (Author) Douglas Downing. Topics covered includes: Equations and Inequalities, Geometry in the Cartesian System, Functions and Function Notation, Transformations of Graphs, Combining Functions, Inverse Functions, Angles and Arcs, Trigonometric Functions of Acute Angles, Trigonometric Functions of Any Angle, Trigonometric Functions of Real Numbers, Graphs of the Sine and Cosine Functions, Trigonometric Functions, Simple Harmonic Motion, Verifying Trigonometric Identities, Sum and Difference Identities, The Double-Angle and Half-Angle Identities, Conversion Identities, Inverse Trigonometric Functions and Trigonometric Equations Trigonometrical Series, 2nd Edition. Publication houses will come up with new books for each and every of ^these exams, but we have neither the time nor the money to buy a new book for every new exam. Such readymade books are only skimmed down version of original topicbooks Hyperbolic Functions. Notes It follows that: (1) each of the angles of an equilateral triangle is 600, (3) the sum of the angles of a quadrilateral is 3600 since it can be divided into two triangles by joining two opposite points. Triangles which are equal in all respects are said to be congruent Voss. In my view something is lost when the geometric aspects are not emphasized. Pre-Calculus Mathematics Book III Analytic Trigonometry. Have students color certain domains and ranges in certain colors. The art and fun becomes everlasting with this trigonometry project. Simple rocket construction requires a half-filled water bottle and a tire pump. Getting the rocket higher may require special fitting, but making a rocket helps with understanding trigonometric math based principles Pythagoras' Theorem - In A Minute: Book 23 of the In A Minute Series.
Essentially this means it does "curve fitting" like we did in class; it figures out the sine waves of the ambient sounds. Then it creates additional noise whose sine waves cancel out the ambient sounds download pdf. Finally, I could enjoy trigonometry, as well as of the other parts of the course. I would recommend to ask Professor Edwards to teach a course on Lineal Algebra to complement his courses on pre-calculus and calculus Lessons On Plane Trigonometry. Worksheet (Follow this link to sample questions. The worksheet is a twelve page pdf document.) The trigonomety will mainly concentrate on right angle trigonometry The Teaching of Algebra. Notice and Consent to Electronic Communications. When you visit this Site or send e-mails to us, you are communicating with us electronically. By using this Site, you consent to receive communications from us electronically, including, without limitation, e-mail and text messages Trigonometry (10th Edition).
Now let us consider the ratios of each of the lines AC and Be to the hypotenuse AB. (1) The ratio 1~, i.e. the ratio of the side opposite to the angle to the hypotenuse College Algebra and Trigonometry: A Graphing Approach. Math worksheets permutation, Free graphing calculator inequalities, mathematical trivia example, graph a quadriatic formula in excel, java convert decimal to ratio. Negative number games, my.hrw.com algebra 1chapter 9 answers, math trivia with solution and answer, seven grade/accuracy and precision /math/adding,subtracting dividing,multiplying Plane Trigonometry: With Tables. E.g: to measure an existing angle, measure the Side Length entry down both sides form the top angle, then measure across (the Base) and enter into the Base textbox to calculate the angle. To lay-out a known angle, enter the Angle and Side Lengths to calculate the Base length needed to mark out the correct angle Five Place Logarithmic and Trigonometric Talbes Arranged. See problem #2 from the practice problems Given an angle that is a multiple of 30 or 45 degrees, be able to find the sin, cos, tan, cot, sec, and/or csc of that angle measure online. If you've found an issue with this question, please let us know. With the help of the community we can continue to improve our educational resources Plane & Spherical Trigonometry 4TH Edition. Writing balanced equations for ionizations, factoring a binomial cheat sheet, KS4 balancing chemical equations worksheet, solving equations by multiplying video, holt california algebra 1 textbook answers. Equation of a circle in standard form ti 84, 6th grade math test, Quadratic equation graphing game, converting mixed number to decimal. Convert lineal metres to square metres, evaluate convolutions on TI-89, quadratic formula calculator with two variables, fraction simplest form calculator, 4th grade squaring, add subtract multiply divide integer worksheets Elements of Geometry and Trigonometry: With Practical Applications.
An introduction to the theory and practice of plane and spherical trigonometry, and the stereographic projection of the sphere; including the theory of navigation ...
ELEMENTS OF GEOMETRY AND CONIC SECTIONS
A Treatise on Plane Trigonometry (Classic Reprint)
Algebra and Trigonometry with Analytic Geometry
On your calculator the sequence of key prcstes should be: 3 The height of an isosceles triangle is 38 mm and each of the equal angles is 52° Bob Miller's Calc for the Clueless: Precalc. "From Stargazers to Starships" tries to be self-contained, even in the mathematics it uses. The sections below are meant to refresh your memory about some basic ideas in algebra and trigonometry. --Even if this material is completely new to you, with enough motivation and persistence you should be able to understand it. Care was taken to remove any potential stumbling blocks. --And if algebra and trig are old hat to you, rest assured that you will still find here some unexpected goodies Key To Bradbury's Elementary Geometry And Trigonometry. May I use any other resources during a placement assessment? You may only use a pen or pencil, paper, and the resources provided by ALEKS Logarithmic, Trigonometric, and Other Mathematical Tables. To convert from degrees to radians, we multiply by Pi and divide by 180. Hence 75 degrees in radians is given by To convert from radians to degrees, we multiply by 180 and divide by Pi Key To Olney's Elements Of Geometry And Plane And Spherical Trigonometry: With An Introduction On Method Of Teaching (1880). Three trigonometric ratios that we use in the geosciences are called the sine, the cosine, and the tangent, although they are often abbreviated sin, cos, and tan, respectively. Because the trigonometric functions come up over and over, it is a good idea to figure out a way to remember their definitions. For most students (and, to be honest, your professors!) the mnemonic SOH-CAH-TOA (said "so-kah-toe-ahh") is helpful Trisection of the Angle by Plane Geometry: Verified by Trigonometry with Concrete Examples.. More Logarithmic Tables of Numbers and Trigonometrical Functions. | 677.169 | 1 |
Applied Linear Algebra Documents
Showing 1 to 30 of 133
PRACTICE FINAL
This practice final is not representative of Drurys final exam.
1.
A is a 4 x 4 non-diagonalizable matrix with two unique eigenvalues. How many
distinct possible forms for its Jordan canonical matrix are there (the eigenvalues
are placed on
Tutorial 5:
Determinants
What we will learn:
- Pivot method for determinants
- Cofactor method for determinants
- Properties of determinants
- Cramers rule
- Inverses
What you should understand, but will not be emphasized here:
- Permutation method for de
Tutorial 3:
Vector Spaces & Subspaces
What is a vector space?
A vector space V is a set of elements, called vectors, given
two operations, called vector addition and scalar
multiplication, that satisfy eight rules, called axioms.
The way the two operation
Tutorial 10:
Fourier Series
What we will learn:
- Fourier series
- Discrete Fourier Transform (DFT)
- Fast Fourier Transform (FFT)
What is a Fourier series?
The Fourier series of a periodic function f is the
representation of f as an infinite sum of sines
Tutorial 9:
Singular Value Decomposition
What we will learn:
- Similar matrices
- Jordan canonical form
- Singular value decomposition (SVD)
- Perron-Frobenius theorem
- Markov chains
What is a similar matrix?
A matrix A and B are similar, if for some inv
Tutorial 8:
Eigenvalues & Eigenvectors
What we will learn:
- Eigenvalues
- Eigenvectors
- Diagonalization
- Multiplicities
- Normal matrices
- Spectral theorem
What are the eigenvectors and eigenvalues of a matrix?
The eigenvectors of a matrix are the vec
Tutorial 2:
LU Decomposition
What is LU Decomposition?
A matrix A can be factored into two matrices, a lower
matrix L and an upper matrix U.
=
A lower matrix has 0s above the diagonal and 1s on the
diagonal.
1
0 0
= 21 1 0
31 23 1
A upper matrix has 0s
Chapter 5
LINEAR VECTOR SPACE
1.
Denition of a Vector Space
After have studied the geometric vectors in Rn space, we turn to study
the general linear vector space, by extending all the concepts and notations dened in Rn space. We start with considering a
Chapter 4
THE VECTOR SPACE RN
In last chapter, it is seen that every vector in 3D space can be considered as a triples of ordered numbers, and described in the matrix
form: = [u1 , u2 , u3 ]T under a basis (e1 , e2 , e2 ) is introduced in R3 .
u
The conce
Chapter 1
REVIEW OF BASIC LINEAR ALGEBRA:
MATRICES AND LINEAR EQUATIONS
1.
Matrices
Suppose given two matrices A = [aij ] and B = [bij ]. The two matrices
are equal,
A = B,
if and only if
They have the same dimensions;
All corresponding elements are equal | 677.169 | 1 |
Exam 2 Preparation Guidelines February 24, 2013 Exam 2 is scheduled for Tuesday 3/5. Coverage will include material identified on the syllabus through 2/28. The exam will be comprised of two parts: (1) multiple choice questions (and possibly a few true/false), (2) short answers. The weight between parts I and II will likely be in the neighborhood of 50-50. I'm guessing that 80% or more of the exam points will based on content since exam 1 (i.e., content in chapters 8, 10, and 11). The exam is closed book and closed notes. As far as preparation suggestions, begin by re-reading the assigned sections in the chapters, working through the examples, reviewing the assigned exercises, reviewing exam 1 questions, and reviewing the group homework assignment. You can review the main learning objectives from each chapter below, which may be helpful for focusing your preparations. I've also included sample questions in order to give you an idea of the types of questions that could be on the exam. In recognition of a principle of nature that you may have seen in your earlier SCM classes ("hockey stick effect"), I will expand my office hours leading up to the exam. • Thursday 2/28: 12:30 – 1:30, 3:30 – 5:00 • Friday 3/1: 4:30 – 6:30 • Monday 3/4: 4:00 – 6:30 Please take advantage of this time if you have any questions at all. I want to help you master the material and I want you to do well on the exam. Main learning objectives from each chapter Introduction (Chapter 1) • Understand what mathematical modeling is and its purpose and use. • Understand what is meant by spreadsheet engineering/modeling and its importance. • Understand the risks and challenges of spreadsheet use. • Be aware of (five) novice modeling behaviors that may limit effectiveness. Modeling and Prototyping (Chapter 2) • Understand the general 6-stage problem solving process. • Be able to use influence charts to translate an initial vague understanding of a problem into a concrete visual representation. • Understand the difference between technical skills and craft skills. • Understand the application of craft skills in the chapter examples. • Understand the families of functions (see figure 2.12) – linear, increasing returns (power function), exponential decay, leveling off (exponential function), diminishing returns (power function), s-shape. Basic Excel Skills (Chapter 3) • Understand basic Excel elements e.g., workbook, worksheet, Excel command tabs, quick access toolbar, ribbons and groups, configuration options, window and sheet manipulation, selection of row, column, worksheet, absolute vs. relative cell references, formatting (font, border, fill, protection), function categories (financial, date & time, etc.). • Be able to use basic Excel commands and functions e.g., entering data via the 'fill handle', data entry (text vs. formula), formula symbols, sum, max, min, average, npv, if-then-else, function nesting, charting, printing, help. Advanced Excel Skills (Chapter 4) • Be able to use advanced Excel commands and functions, e.g., common shortcuts (cut, paste, copy, new, open, save, print, find, replace, goto), control options (list box, spin button), cell comments, naming cells and cell ranges, R1C1 reference style, mixed addresses, nesting calculations, parameterization, and-or, sumif, countif, vlookup, hlookup, index, small, match, round, ceiling, floor, int, rand, randbetween. Spreadsheet Engineering (Chapter 5) • Understand and be able to apply the guidelines of spreadsheet engineering. • Be able to use the data validation & protection features, the display formulas feature, and the formula auditing feature. Data Analysis using Spreadsheets (Chapter 6) • Understand the nature of the 5 categories of analysis – base case, what-if, breakeven, optimization, risk analysis. Be able to use the 'Scenario Manager' tool, and the 'Parametric Sensitivity' tool. • Be able to create and interpret tornado charts. Know how to use the 'Goal Seek' function, e.g., in the...
...INTRODUCTION:
Maybelline was started in 1915 by T.L. Williams. In 1917 Maybelline introduced cake mascara, to darken the eye lashes, which was the first mascara ever invented. It has expanded its marketing a lot over the next 90 years. The brand and its product are sold in every mass marketing retailer store, all drug stores, grocery stores, and discount stores, including health and beauty shop. They sell foundation, mascara, eye shadow, concealer, powder, blush, bronzer, eye liner, brow...
...a major U.N. sustainability summit this year, the World Cup in 2014 and the Olympics in 2016. With a population of over 201 million and a forecasted economic growth rate of over 2.5% annually, Brazil looks to be an advantageous market to introduce POM Wonderful to.
Brazil makes up nearly 47% of South America and borders on the Atlantic Ocean. It borders all the other countries in South America, except for Equador and Chile. The climate is mostly tropical except in southern...
...ROP based on Normal Distribution of LT demand -Example No. 1
Example : Suppose that the manager of a construction supply house determined from historical records that demand for sand during leadtime averages 50 tons. In addition, suppose the manager determined that the demand during leadtime could be described by a normal distribution that has a mean of 50 tons and a standard deviation of 5 tons. Answer the following questions, assuming that the manager is willing to accept a stockout risk...
...is the heart of what is called operations or production and is the predominant activity of a production system. Managers in POM is operations managers who manage the production system, their primary concern is with the activities of the conversion process or production.
Historical Milestone in POM
There are several developments that have impacted the evolution of POM.
1. The Industrial Revolution
2. The post-Civil War period
3. Scientific...
...Chapter 2
Charts and Graphs
LEARNING OBJECTIVES
The overall objective of chapter 2 is for you to master several techniques for summarizing and depicting data, thereby enabling you to:
1. Recognize the difference between grouped and ungrouped data.
2. Construct a frequency distribution.
3. Construct a histogram, a frequency polygon, an ogive, a pie chart, a stem and leaf plot, a Pareto chart, and a scatter plot.
CHAPTER TEACHING... | 677.169 | 1 |
Special tips to share on study..try this coz this will help you lots...:)
Regular practice will ease your
challenges.
It cannot be stressed enough:
Frustration is part of the process so don't give up.
Mathematics is not a passive
activity. You cannot learn mathematics by reading a textbook like a novel. You
must be active and play with the concepts you learn. Can you apply them to
areas not discussed in the book? Can you try to reformulate the concepts in a
more personal way? Could you describe them to another person? If you don't like
your textbook, try to say exactly why, and then try to rewrite the relevant
section in a better way. The key is to pursue the mathematics actively: don't
think you can accumulate a mathematical education by simply reading a textbook.
Don't just think harder, think
smarter.
Solve the easier problems first, so
you can mentally warm up your brain for the more complicated ones. | 677.169 | 1 |
The definitive self-teaching guide to learning mathematics--now fully up-to-date. Unlike other math books that make your start at page one and work your way up to the technique you need, this unique guide steers you right to your topic of interest, fully explains it within its own context, and then shows you how to use it with real-world examples.
The unique jump-in-anywhere format and conversational tone of Stan Gibilisco's and Norman Crowhurst's Mastering Technical Mathematics makes this book--now thoroughly updated--a must for just about any technical professional. It's also the perfect instruction manual for independent students who want to structure their own learning.
With this one-of-a-kind, case study-filled guide to all kinds of math used in technical fields, you can--find the technique you need quickly, along with easy-to-understand examples showing how it's used; skip from topic to topic in any order, and learn in your own style at your own pace; master technical math painlessly with this guide's easy-going style and example-packed format; discover new applications in logic, digital systems, and numbering systems; test yourself with quiz questions in each chapter (and complete worked-out solutions). If you work in a field where math comes with the territory, don't miss the guide that puts a multitude of math solutions right at your fingertips: Mastering Technical Mathematics, Second Edition.
About the Author:
Stan Gibilisco is a professional technical writer who specializes in books on electronics and science topics. He is the author of The Encyclopedia of Electronics, The McGraw-Hill Encyclopedia of Personal Computing, and The Illustrated Dictionary of Electronics, as well as over 20 other technical books. His published works have won numerous awards. The Encyclopedia of Electronics was chosen a "Best Reference Book of the 1980s" by the American Library Association, which also named his McGraw-Hill Encyclopedia of Personal Computing a "Best Reference of 1996." | 677.169 | 1 |
Calculus
This Calculus study guide is created by Pamphlet Master for students everywhere. This tool has a comprehensive variety of college and graduate school topics/subjects which can give you what it takes to achieve success not only in school but beyond. Included in the pamphlet are: -Definition -Definite Integrals - Acids and Bases - Limits to Infinity - Limits (Evaluating) - Introduction to Derivatives - Derivatives as dy/dx - Derivative Rules - Introduction to Integration | 677.169 | 1 |
NCERT Solutions for Class 10th Maths Term 2 (SA2NCERT Solutions for Class 10th Maths Term2 (SA2) is a self-paced course is designed to help CBSE/ NCERT students to understand concepts and application through videos. You can view these classes as many times as you want to clear the concepts. The comprehensive nature of this course will help you be prepared for CBSE board exams, competitive exams and in engineering entrance examinations.
NCERT Solutions for Class 10th Maths has particularly been created with the view to give students to explore mathematics and develop the abilities to reason mathematically.
Topics like Algebra, Trigonometry, Geometry and probability have been presented by linking them with their introductory parts studied in earlier classes.
Key Features:
·Each question is explained with concepts.
·Notes, Formulas, Definitions, Key points are included in the videos, while explaining each question.
·While explaining each solutions, we have added small anecdotes, pictures which you would find interesting.
How to get most from this video course:
·Schedule time and watch videos.
·Take Notes as we solve each exercise.
·We recommend you solve each question on your own before going through video explanation.
·Practice NCERT solutions every day.
·Teach it to someone (anyone).
Second Term: SA-II (October to March)
Units
Topics
Marks
1. Algebra (Contd.)
·Quadratic Equations.
·Arithmetic Progressions.
23
2. Geometry (Contd.)
·Circles.
·Constructions.
17
3. Trigonometry (Contd.)
·Heights and Distances.
08
4. Probability
·Probability
08
5. Coordinate geometry
·Lines(In two-dimensions)
11
6. Mensuration
·Area related to circles.
·Surface areas and volumes.
23
What are the requirements?
CBSE / NCERT Class 10th Maths Textbook
Notebook and Pen to take notes as we solve each question
What am I going to get from this course?
You will able to understand Term2 concepts and solve Each NCERT Exercise easily | 677.169 | 1 |
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An accessible yet rigorous discussion of the thermodynamics of surfaces and interfaces, bridging the gap between textbooks and advanced literature by delivering a comprehensive guide without an overwhelming amount of mathematics.
This book presents episodes from the mathematics of medieval Islam, work which has had a great impact on the development of mathematics. The author describes the subject in its proper historical context, referring to specific Arabic texts. | 677.169 | 1 |
User reviews
4 out of 5 based on 1 ratings for Pendulums and Complex Numbers 1.0
For Pendulums and Complex Numbers 1.0Publisher's description
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Ordinary Differential Equations: An Introduction to the Fundamentals
Ordinary Differential Equations: An Introduction to the Fundamentals is a rigorous yet remarkably accessible textbook ideal for an introductory course in ordinary differential equations. Providing a useful resource both in and out of the classroom, the text:
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This new edition of Math Into Latex continues to be the standard introduction and complete reference for writing articles and books containing math formulas. In this fully revised fourth edition, the focus is on important updates in latex for articles and books as well as detailed information on creating transparencies and computer projections, both for the classroom and professional meetings.
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George Grätzer is a Doctor of Science at the University of Manitoba. He authored three other books on LaTex: First Steps in LaTeX and Math into LateX, which is now in its third edition and has sold more than 6000 copies. Math into LaTeX was chosen by the Mathematics Editor of Amazon.com as one of the ten best books of 2000. He has also written many articles and a few books on the subject of lattices and universal algebra. In addition, Grätzer is the founder of the international mathematical journal, Algebra Universalis.
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Packed full of GCSE-style questions to test understanding, this Edexel Maths for A* revision and classroom companion is designed to help students revise everything they need to kw, and familiarise themselves with the types of questions that they may come across in the exam. Endorsed by Edexcel, this Maths for A* revision and classroom companion provides in-depth coverage of all the externally assessed course content for the GCSE Edexcel course. Tailored to the specific needs of students aiming for an A*, this book is suitable for both Linear (A) and Modular (B) specifications and can be used to support study throughout the course as well as being a revision aid in the build up to exams. Included in this book: * in-depth coverage that provides everything required for thorough exam preparation * detailed explanations and diagrams to help consolidate and build on kwledge throughout the course * clear design and direct references to the specification to provide structured revision and maximum assurance | 677.169 | 1 |
Product Description
Improve algebra skills with the Cerebellum Light Speed Algebra DVDs! Light Speed DVDs are a fun way for students to understand a subject. Entertaining presentations by actors and comedians, combined with colorful graphics, teach students the skills and concepts they'll need to know.
Algebra: Solving, Simplifying, & Slope will teach students about the rule of quality, solving for X, solving equations with variables on both sides, absolute value, simplifying expressions, solving inequalities, slope, connecting with graphs, and more.
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MT-A314 Introduction to Linear Algebra: Worksheet 4.4
In this linear algebra instructional activity, students prove that a given matrix is orthogonal. In addition, they list the entries for the second column of a matrix and make comparisons. Students complete three | 677.169 | 1 |
Mathematical Foundations for Signal Processing, Communications, and Networking describes mathematical concepts and results important in the design, analysis, and optimization of signal processing algorithms, modern communication systems, and networks. Helping readers master key techniques and comprehend the current research literature, the book offers a comprehensive overview of methods and applications from linear algebra, numerical analysis, statistics, probability, stochastic processes, and optimization. From basic transforms to Monte Carlo simulation to linear programming, the text covers a broad range of mathematical techniques essential to understanding the concepts and results in signal processing, telecommunications, and networking. Along with discussing mathematical theory, each self-contained chapter presents examples that illustrate the use of various mathematical concepts to solve different applications. Each chapter also includes a set of homework exercises and readings for additional study. This text helps readers understand fundamental and advanced results as well as recent research trends in the interrelated fields of signal processing, telecommunications, and networking. It provides all the necessary mathematical background to prepare students for more advanced courses and train specialists working in these | 677.169 | 1 |
Algebra 2: Week 6 - Warm-up problems
PDF (Acrobat) Document File
Be sure that you have an application to open this file type before downloading and/or purchasing.
0.14 MB | 12 pages
PRODUCT DESCRIPTION
This file includes 5 days worth of warm-up problems. Each day contains 7 problems that students should be able to answer in about 1 minute. After answering the problems, the student then completes a dot-to-dot picture that resembles a symbol. This allows the student to check his/her own work. An answer key is | 677.169 | 1 |
Some apology is required for adding another to the long list of books on Trigonometry. My excuse is that during twenty years' experi- ence I have not found any published book exactly suiting the wants of my Students. In conducting a Junior Class by regular progressive steps from Euclid and Elementary Algebra to Trigonometry, I have had to ll up by oral instruction the gap between the Sixth Book of Euclid and the circular measurement of Angles; which is not satisfactorily bridged by the propositions of Euclid's Tenth and Twelfth Books usually supposed to be learned; nor yet by demonstrations in the modern books on Trigonometry, which mostly follow Woodhouse; while the Appen- dices to Professor Robert Simson's Euclid in the editions of Professors Playfair and Wallace of Edinburgh, and of Professor James Thomson of Glasgow, seemed to me defective for modern requirements, as not suciently connected with Analytical Trigonometry. What I felt the want of was a short Treatise, to be used as a Text Book after the Sixth Book of Euclid had been learned and some knowl- edge of Algebra acquired, which should contain satisfactory demon- strations of the propositions to be used in teaching Junior Students the Solution of Triangles, and should at the same time lay a solid founda- tion for the study of Analytical Trigonometry. | 677.169 | 1 |
This introductory textbook adopts a practical and intuitive approach, rather than emphasizing mathematical rigor. Computationally oriented books in this area generally present algorithms alone, and expect readers to perform computations by hand, and are often written in traditional computer languages, such as Basic, Fortran or Pascal. This book, on the other hand, is the first text to use Mathematica to develop a thorough understanding of optimization algorithms, fully exploiting Mathematica's symbolic, numerical and graphic capabilities | 677.169 | 1 |
Introduction to Algebra
Do You Need Algebra Tools?
You are probably wondering what that means... Algebra tools...
Well... just like you need certain tools like a hammer, nails, and screwdriver to get the job done when you are building something, there are certain "tools" that you need in your "tool belt" in order to complete Algebra problems.
Obviously, we are not talking about the same kind of "tools", so what are the tools for Algebra?
Basic Math Operations
Yes, there is a reason why you learned basic math!
The good news is that you didn't learn it for nothing! You'll need to use basic math skills such as:
Integers
Before starting any Algebra course, you will want to know your integer rules inside and out! You will need to know these rules just as well as you know your addition facts (You do know your addition facts by heart, right?) | 677.169 | 1 |
A powerful XML-based markup language for publishing mathematics on the Web, MathML makes it possible to develop Web-based applications for displaying, searching, indexing, archiving, and evaluating mathematical content. With the growing availability of tools to support this new standard (including its display by Internet Explorer and Netscape), MathML has the potential to transform the processing and communication of mathematical information. The MathML Handbook is the definitive resource for this exciting new Web technology. The book begins with an overview of MathML and its practical applications. It then moves on to a clear exposition of the basic concepts of MathML including XML syntax, presentation markup, content markup, and combined markup. Additional chapters deal with advanced topics such as using CSS and XSLT style sheets to control the display of MathML, tools for converting TeX equations to MathML, and using javascript with MathML to create dynamic math web sites featuring interactive equations. The book will be useful to anyone interested in working with mathematics on the Web, such as scientists, engineers, Web developers, publishers, teachers and students. | 677.169 | 1 |
For a senior undergraduate or first year graduate-level course in Introduction to Topology. Appropriate for a one-semester course on both general and algebraic topology or separate courses treating each topic separately. This text is designed to provide instructors with a convenient single text resource for bridging between general and algebraic topology courses. Two separate, distinct sections (one on general, point set topology, the other on algebraic topology) are each suitable for a one-semester course and are based around the same set of basic, core topics. Optional, independent topics and applications can be studied and developed in depth depending on course needs and preferences | 677.169 | 1 |
Basics of Algebra
Instructor
Hannah Siegel
Instructor
Reviews
Course reviews will be shown here
Overview
Whether you are a struggling high school math student, a child trying to get ahead, or an adult attempting to brush up on their algebra skills, this course is for YOU! Complete with worksheets and plenty of educational value, you'll enjoy this course more than your high school math class. So please, join and have fun!
Frequently Asked Questions
What is Algebra?
Algebra is a form of math in which variables are used to replace numbers. We use equations, systems, and graphs to try to figure out what number(s) a variable represents or what pattern comes next in an equation. Once you get the gist of it, it really is quite fun!
What topics will we cover?
Basic algebra will be covered. Majority of it will be variables, systems, graphs, and a basic introduction to imaginary numbers. This is NOT equivalent to a standard Algebra I course, though I do recommend it be taken, as it may help you out.
When will I ever need Algebra in real life?
Many times! For example, let's say you want to purchase a new car, but don't have enough money at the moment. You may use a formula to find out how much money you need to save a month for a certain number of months. | 677.169 | 1 |
Basic Linear Algebra is a text for first year students, working from concrete examples towards abstract theorems, via tutorial-type exercises. The book explains the algebra of matrices with applications to analytic geometry, systems of linear equations, difference equations, and complex numbers. | 677.169 | 1 |
Случайная выборка книг из разделов
3878.00 руб.*
The Summary Notebook offers streamlined coverage of core topics from the eText, while also providing a place for students to do practice work, summarize key concepts from the online videos and animations, and/or take notes in the classroom. The Summary Notebook can be packaged with your Trigsted MyMathLab access kit for students.
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Modern statistics is very different from the dry and dusty discipline of the popular imagination. Author David J. Hand reveals it to be an exciting subject that uses deep theory and powerful software tools to shed light on all aspects of our livesa??enabling astronomers to explore the origins of the universe, archaeologists to investigate ancient civilizations, governments to learn how to benefit society, and businesses to run efficiently. Hand clearly explains how statistics work, and how we can decipher them.
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With the advent of computers, very large datasets have become routine. Standard statistical methods don't have the power or flexibility to analyse these efficiently, and extract the required knowledge. An alternative approach is to summarize a large dataset in such a way that the resulting summary dataset is of a manageable size and yet retains as much of the knowledge in the original dataset as possible. One consequence of this is that the data may no longer be formatted as single values, but be represented by lists, intervals, distributions, etc. The summarized data have their own internal structure, which must be taken into account in any analysis. This text presents a unified account of symbolic data, how they arise, and how they are structured. The reader is introduced to symbolic analytic methods described in the consistent statistical framework required to carry out such a summary and subsequent analysis. Presents a detailed overview of...
4528.00 руб.*
High Quality Content by WIKIPEDIA articles! A mathematical game is a multiplayer game whose rules, strategies, and outcomes can be studied and explained by mathematics. Examples of such games are Tic-tac-toe and Dots and Boxes, to name a couple. On the surface, a game need not seem mathematical or complicated to still be a mathematical game. For example, even though the rules ofMancala are straightforward, mathematicians analyze the game using combinatorial game theory. Mathematical games differ from mathematical puzzles in that all mathematical puzzles require math to solve them whereas mathematical games may not require a knowledge of mathematics to play them or even to win them. Thus the actual mathematics of mathematical games may not be apparent to the average player. Some mathematical games are topics of interest in recreational mathematics.
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This book describes the construction of algebraic models which represent the operations of the double-entry accounting system. It presents a novel and comprehensive treatment of the subject and utilizes the methods and tools of abstract algebra, including automata, graph theory and monoids.
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High Quality Content by WIKIPEDIA articles! In probability theory, the probability space, or probability triple, is a concept which serves as a rigorous mathematical ground for the conventional idea of randomness. It is a mathematical model of a real-world situation (or ?experiment?) where we recognize that certain things occur ?at random?. The model works as following: first, at the outset of the experiment we attempt to envision all possible outcomes which might possibly happen, the set of all such outcomes is called the sample space ?. Second, we recognize that the elementary outcomes could be too little of practical use, and that the more complicated events, consisting possibly of many different elementary outcomes, are of more interest. The collection of all such events is called the ?-algebra scriptstyle mathcal{F}. Third, we have to specify how likely one or another event is going to happen, which is done using the probability measure function P. These three components...
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Numerical Methods for Ordinary Differential Systems The Initial Value Problem J. D. Lambert Professor of Numerical Analysis University of Dundee Scotland In 1973 the author published a book entitled Computational Methods in Ordinary Differential Equations. Since then, there have been many new developments in this subject and the emphasis has changed substantially. This book reflects these changes; it is intended not as a revision of the earlier work but as a complete replacement for it. Although some basic material appears in both books, the treatment given here is generally different and there is very little overlap. In 1973 there were many methods competing for attention but more recently there has been increasing emphasis on just a few classes of methods for which sophisticated implementations now exist. This book places much more emphasis on such implementations—and on the important topic of stiffness—than did its predecessor. Also included are accounts of the structure of...
13000.00 руб.*
This new book updates the exceptionally popular Numerical Analysis of Ordinary Differential Equations. "This book is...an indispensible reference for any researcher."-American Mathematical Society on the First Edition. Features: * New exercises included in each chapter. * Author is widely regarded as the world expert on Runge-Kutta methods * Didactic aspects of the book have been enhanced by interspersing the text with exercises. * Updated Bibliography.
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High Quality Content by WIKIPEDIA articles! In mathematics and abstract algebra, a relation algebra is a residuated Boolean algebra equipped with an involution called "converse". The motivating example of a relation algebra is the algebra 2X? of all binary relations on a set X, with R?S interpreted as the usual composition of binary relations and the converse of R as the inverse relation. Relation algebra emerged in the 19th century work of Augustus De Morgan and Charles Peirce, which culminated in the algebraic logic of Ernst Schroder. The present-day purely equational form or relation algebra was developed by Alfred Tarski and his students, starting in the 1940s. | 677.169 | 1 |
About this item
Comments:ALTERNATE EDITION: Instructor Edition: Same as student edition but has free copy markings. Has minor wear and/or markings. SKU:9780495389743-3170395
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ISBN: 0495389617
Edition: 4
Publication Date: 2008
Publisher: Cengage Learning
AUTHOR
R. David Gustafson, Alan S. Tussy
SUMMARY
Algebra can be like a foreign language. But one text delivers an interpretation you can fully understand. Building a conceptual foundation in the "language of algebra," iNTERMEDIATE ALGEBRA, 4e provides an integrated learning process that helps you expand your reasoning abilities as it teaches you how to read, write, and think mathematically. Packed with real-life applications of math, it blends instructional approaches that include vocabulary, practice, and well-defined pedagogy with an emphasis on reasoning, modeling, communication, and technology skills. The authors' five-step problem-solving approach makes learning easy. More student-friendly than ever, the text offers a rich collection of student learning tools, including Enhanced WebAssign online learning system. With ELEMENTARY AND INTERMEDIATE ALGEBRA, 4e, algebra makes sense!R. David Gustafson is the author of 'Elementary and Intermediate Algebra', published 2008 under ISBN 9780495389613 and ISBN 04953896 | 677.169 | 1 |
Project #29475 - computer project
15 Computer Tutors Online
I must use matab or freemat to use numerical integration to approximation of the three definite integrals using three different methods. I must gradually increase the N values until have two answers with seven decimal places that are the same. these answers might not be the actual answer. I must also use the same three methods to calculate the arc length and volume of three functions that revolve along the x-axis. I must again increase until I have two answers that have 7 decimal places that are the same | 677.169 | 1 |
ISBN 9788120345928
ISBN-10
8120345924
Binding
Paperback
Edition
5th
Number of Pages
464 Pages
Language
(English)
Subject
Mathematics
This thoroughly revised and updated text, now in its fifth edition, continues to provide a rigorous introduction to the fundamentals of numerical methods required in scientific and technological applications, emphasizing on teaching students numerical methods and in helping them to develop problem-solving skills. While the essential features of the previous editions such as References to MATLAB, IMSL, Numerical Recipes program libraries for implementing the numerical methods are retained, a chapter on Spline Functions has been added in this edition because of their increasing importance in applications. This text is designed for undergraduate students of all branches of engineering.This book is recommended in Manipur University, Manipur, Gauhati University, Assam, Dibrugarh University, Assam, Assam University, Assam, North Eastern Hill University, Meghalaya, Jadavpur University, West Bengal for B.Sc. Mathematics, West Bengal University of Technology (WBUT), West Bengal for M.Tech Structural Engineering, B.Tech, University of Kalyani, West Bengal.NEW TO THIS EDITION : Includes additional modified illustrative examples and problems in every chapter. Provides answers to all chapter-end exercises. Illustrates algorithms, computational steps or flow charts for many numerical methods. Contains four model question papers at the end of the text. | 677.169 | 1 |
A Mathematical Bridge: An Intuitive Journey in Higher Mathematics [Hardcover]
Item description for A Mathematical Bridge: An Intuitive Journey in Higher Mathematics by Stephen Fletcher Hewson...
This book is an alternative and highly engaging introduction to the highlights of a typical undergraduate mathematics course. Building on very simple principles, it develops these mathematical highlights, known to every well-rounded mathematician, in an intuitive and entertaining way. The aim of the book is to motivate and inspire the reader to discover and understand some of these truly amazing mathematical structures and ideas which are frequently not fully grasped, pass unnoticed or simply swamped in an undergraduate mathematics course. For the experienced mathematician the book offers refreshing, often enlightening, hindsight. For the novice it is an exciting intellectual journey Mathematical Bridge: An Intuitive Journey in Higher Mathematics?
Good Idea for a Book, but Rife with Errors May 25, 2006
There are relatively few books on mathematics and theoretical physics that are decidedly user-friendly. Fewer still endeavor to approach their subject from a perspective significantly different from the standard textbook approach. I was therefore eager to examine Hewson's "A Mathematical Bridge," with its promise of an "intuitive journey," to see whether it could offer some fresh insights on material I already knew and perhaps shine some light on some less familiar material. I even decided to take notes while going through the book to record any ideas that the material might evoke. Sadly, my notes up to this point are largely made up of the book's errata. As a previous reviewer mentioned, some of it is simply typographical (and that does not excuse the book's editors from their oversight), though the errors that glare to the mathematically trained could serve to confuse the less prepared reader. There are also numerous errors of English that I find particularly troublesome for a book that should have been adequately proofread. Far more troublesome, however, are what appear to be errors of notation, algebraic errors, and a few faulty mathematical arguments. There are also a few other things in the book that disagree with other sources (one example being the 2x2 matrix definition of quaternions, which switches around the matrix representations of i, j, and k relative to the order presented by Arfken). Just within the book's first 80 pages, I have compiled a list of errors spanning five handwritten pages, not a very promising sign. It is a shame, since I believe the layout of the book and the plan of the covered material are both very sound. Especially considering the book's expense, I cannot recommend it to the lay reader, and I think the mathematician will only tire of its faults. I can only hope that a future edition will address and correct the errors present in this volume. For now, it is merely a book of unrealized potential, but one worthy of being given another chance.
An excellent and unusual book Jun 1, 2004
This is a really unusual math book. The author attempts -- and, in my opinion, by and large, succeeds in -- the task of presenting pretty much most of the core elements of an undergrad math course in a descriptive and intuitive way -- he starts from counting and ends up with quantum mechanics!! This book differs from most math books by focusing foremost on the reasons why different mathematical structures exist, with the formalism following afterwards, by which time it is often quite obvious.
This book would not replace standard proof -- theorem style textbooks but supplements them very nicely by providing loads of insight and intuition -- things which usually can only be determined over time by practice. As such I'd recommend it to anyone who requires a substantial math element in their degree, and I wish that I had had a copy before I started analysis etc. at college.
One point to note is that although the text is often almost conversational, the book is really crammed with information and insights -- to read it properly requires a lot of hard work and thought. If you are just after a read about math without needing or wanting to know the details, then I would recommend that you look elsewhere.
Good overall, but too many small errors/typos Apr 2, 2004
I have not yet finished this book, but I am quite pleased with it overall. However, the author makes a number of what seem to be typos, which the editor seems to have failed to catch--mostly in the mathematical equations which show up every now and then. For example, at one point he writes R (the set of real numbers) rather than N (the set of natural numbers)--there is really quite a large difference, and the N and R keys aren't particularly close to each other on the keyboard, either. At other times he mysteriously drops terms from equations with no explanations, which seem more like typos.
If you are a mathematical "layman," so to speak, or things like this bother you a lot, I might suggest you look for another book, to avoid confusion on the layman's part or annoyance on the part of the more knowledgable reader.
Ask A Question or Provide Feedback regarding A Mathematical Bridge: An Intuitive Journey in Higher Mathematics | 677.169 | 1 |
In the settings you can set the internal precision, so you can choose between low precision (fast) or high precision (slow), depending on the speed of your mobile. These settings are saved, so you don't have to reset it each time.
You can save your equations and add them to the samples library of the Graph Viewer. These samples are saved persistent, for as long as you wantsodBrain MathEasy Free SodBrain MathEasy is a brain-trainer, a free java-based mobile application that allows you to accelerate your brain by solving basic mathematical and logical problems. (English and French Versions) | 677.169 | 1 |
The lack of high school and college mathematics is a major barrier to Native Americans, particularly women, seeking careers in technological fields. Mathematics should be studied because it is functional, is interesting, and expands an individual's universe. In the college classroom, the mathematics students find that classes are large; only 15% of the students learn from a particular class; mathematics sometimes requires special reading and listening skills; professors teach one model of problem and assign another; students do more "homework" in clock hours for math than any other study, except computer science; the quicker students learn, the more problems they have to work; remedial classes are often a re-run of the teaching techniques that first made students hate math; 22% of undergraduate and 40% of graduate mathematics majors are foreign nationals; graduate assistants teach most of the courses, correct the problems and tests; and professors lecture and conduct research. Some things Native Americans can do to survive mathematics classes include: taking a friend to math class; looking for other textbooks on the same course; taking a course in reading mathematics; getting to know their professor, teaching assistant, tutor; going to class; setting aside time each day for math study; and having a good self-concept. (NQA) | 677.169 | 1 |
PDF (Acrobat) Document File
Be sure that you have an application to open this file type before downloading and/or purchasing.
2.04 MB | 6 pages
PRODUCT DESCRIPTION
The study guide is meant to be used right before a mid-chapter test in Algebra 2 or perhaps a chapter test in Algebra I.
Instead of having students work on practicing more problems, (which in my classroom they practiced a lot already) This type of story telling has worked well, it helps my students remember concepts that they may not think about all the time.
I also have a short video as they work in the computer room, which I hope to include in this product very soon. If you are interested in the video from Educreations, please email me and I can send you the link.
The topics included are:
1- Writing a quadratic function in Vertex Form
2- Writing a quadratic function in Standard Form
3- Writing a quadratic function in Factored Form
4- Finding the vertex in standard form
5- Finding the axis of symmetry in standard form
6- Finding the y-intercept
7- Writing domain and range of a quadratic function
8- Finding maximum or minimum values in a parabola
9- 4-examples of graphing a quadratic function
I hope this study guide is helpful to you and your students; I would love to hear back from you and see how it helped | 677.169 | 1 |
Algebra Review Stations Coloring Activity
PDF (Acrobat) Document File
Be sure that you have an application to open this file type before downloading and/or purchasing.
2.58 MB
PRODUCT DESCRIPTION
Algebra Review Stations Coloring Activity
Looking for a fun way to review, or an activity to use during those last few days? Students love to color, and this activity will keep them focused while doing math AND they get to color a fun picture Students solve the problem at their station, identify the answer, and color the picture accordingly. After approximately 10 minutes, they move on to the next station.
Station topics:
Station 1 - Simplifying an expression using the order of operations.
Station 2 - Solving a multi-step equation.
Station 3 - Evaluating a function for f(x).
Station 4 - Graphing a linear equation.
Station 5 - Writing a linear equation given two points.
Station 6 - Solving a system of equations.
Station 7 - Simplifying a monomial expression using exponent rules.
Station 8 - Simplifying a radical expression with variables.
Station 9 - Subtracting polynomials.
Station 10 - Solving a quadratic equation.
A student recording worksheet, the coloring page, and answer key are also included in this product | 677.169 | 1 |
Microsoft Student Graphing Calculator 2006 (English)
Microsoft Student Graphing Calculator is a full-featured scientific calculator with extensive graphing and equation-solving capabilities. You can use it just like a handheld calculator by clicking buttons, or you can use your keyboard to type the mathematical expressions that you want Graphing Calculator to evaluate.
You can use Graphing Calculator for the following tasks:
*Computing standard mathematical functions, such as roots and logarithms
*Computing trigonometric functions, such as sine and cosine.
*Performing matrix and vector operations, such as inverses and cross-products.
*Computing basic statistics, such as mean and standard deviation.
*Performing operations on complex numbers.
*2D and 3D graphing in Cartesian, polar, cylindrical, and spherical coordinates..
*Numerical and symbolic equation solving. | 677.169 | 1 |
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This book provides a fundamental introduction to calculus (differential and integral theory and computation) suitable for undergraduate students in mathematics, computer science, physical sciences and engineering. The text has enough material fitted modularly for either a single-term course or a year sequence. In short, the book contains enough material so that instructors will be able to select topics appropriate to their needs. Students of various backgrounds should find calculus quite interesting and useful, and this is kept in mind throughout the book. Thus, there is a wide variety of examples and exercises that help students. This book provides a modern introduction to calculus that supports conceptual understanding but retains the essential elements of a traditional course. We encourage students to think beyond memorizing formulas and to generalize concepts as they are introduced. My hope is that after taking calculus, students will be confident in their problem solving and reasoning abilities. I intend this book to provide support and encouragement for thinking and generalizing. I hope you enjoy the text and the course you are about to embark on. | 677.169 | 1 |
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Summary
For combined differential equations and linear algebra courses teaching students who have successfully completed three semesters of calculus. This complete introduction to both differential equations and linear algebra presents a carefully balanced and sound integration of the two topics. It promotes in-depth understanding rather than rote memorization, enabling students to fully comprehend abstract concepts and leave the course with a solid foundation in linear algebra. Flexible in format, it explains concepts clearly and logically with an abundance of examples and illustrations, without sacrificing level or rigor. A vast array of problems supports the material, with varying levels from which students/instructors can choose. | 677.169 | 1 |
Mr. Mark Cisneros
About Me
Mark Cisneros is a Math Instructor at Bonita High School as well as a seasoned College Math Instructor at the Cal State and Community Colleges. He has acquired several degrees in various areas but his major emphasis was mathematics and acquired a Bachelor's in Applied Mathematics and a Master's of Mathematics. He has been the Club Adviser for the Audio Recording Club (ARC) and the Comic Book Club for several years. He has taught various levels of Mathematics at the high school and college levels.
These are the main GOLDEN RULES and EXPECTATIONS for his classroom:
1) Talking stops at the door and students will be sitting at their desks with homework ready to be discussed and turned in for credit (there is Textbook HW help available for free for ODD numbered problems using (see below) and only EVEN numbered problems will be discussed in class).
2) All cellphones are turned off and put away (use of cellphones is not permitted EXCEPT by permission of Mr. Cisneros for possible class activities (students will be informed when it will be appropriate) and DETENTIONS will be given for non-permitted cellphone activity in the classroom.
3) Personal opinions are encouraged BUT they will only be allowed/permitted outside of class UNLESS the instructor asks for them (topics/discussions must be relevant to the class so open forums are not permitted unless the instructor directs the class to start some discussions relevant to the day's lesson or upcoming lessons or for something beneficial to the class of students).
I look forward to working with everyone of you this year so let's make sure we create an atmosphere for the classroom that will be beneficial to EVERYONE in the class!!!
HOMEWORK HELP:
1) Step-by-step solutions for odd numbered textbook problems can be found through with member login password bhsmc (please note that the instructor Mr. Cisneros is paying for your class membership so please make use of this GREAT HW HELP TOOL).
2) Even numbered HW problems are encouraged to be asked at the beginning of class (there will be a place on the class whiteboard for you to place those assigned problems for class discussion each following day).
3) We have a MathLab at the school for every math class so students can get one-on-one help with homework and exam review each day during the intervention period.
4) YouTube is a GREAT tool for reviewing class math topics (old and new) when at home or away from school. Your instructor will be providing directions throughout the school year on how to use this great modern day education tool in order for you to increase your understanding of math topics from class and to learn about a cutting-edge help tool that you can take with you into the next class and beyond.
This will be a GREAT year and I look forward to getting to know each and everyone of you and I hope I will have helped you to enjoy this area of mathematics as well as the class this year!!! | 677.169 | 1 |
Find an Ellenwood Algebra use visual helps in explaining what DOS commands do in terms of what the user needs to achieve. With the advent of Windows and DOS now transformed into the Windows Command Line, it is even easier to show students how files, directories and folders relate by means of the graphical representatio...
...My job is to show you those tools and integrate them into your other course materials. Math is an essential component of lots of other courses, and it can be a stumbling block to success in those courses. When I'm teaching chemistry, much of the time I'm also teaching essential pre-algebra and ... | 677.169 | 1 |
This book, with its many practice examples, would be ideal for those in the first year of a mathematics degree course and for those studying for working in physics or any area requiring a good knowledge of differential equations.
(Adrian Hamilton Institute of Mathematics and its Applications)
Vom Verlag:
Since its release in 2005, Sage has acquired a substantial following among mathematicians, but its first user was Joyner, who is credited with helping famed mathematician William Stein turn the program into a usable and popular choice.
Introduction to Differential Equations Using Sage extends Stein's work by creating a classroom tool that allows both differential equations and Sage to be taught concurrently. It's a creative and forward-thinking approach to math instruction. | 677.169 | 1 |
Omtale
Entry Level Mathematics
Entry Level Mathematics text book provides both student and teacher with complete coverage of the Entry Level Mathematics specification. Written by highly-respected authors, every aspect of the specification is covered in detail. Entry Level Mathematics text book will guide the student and teacher through the specification in a systematic and concise fashion, and will become a vital element of student success. The text book is organised into self-contained Units ideal for motivating students and increasing confidence. It has parallel calculator and non-calculator exercises, focused topisc for each Unit with interactive questions to closely engage the students and an added attention to the language level to ensure the text is accessible. It is adaptable to a GCSE Foundation class, a whole Entry Level Mathematics class or on an individual basis. This book contains references to worksheets provided by the teacher's resource. | 677.169 | 1 |
Section 16.8: Stoke's Theorem
Goals:
1. To use Stoke's Theorem to evaluate a line integral
2. To use curl to analyze the motion of a rotating liquid
Stokes Theorem relates line integrals of vector fields to surface integrals of vector fields.
Stokes Theor
Section 16.7: Surface Integrals
Goals:
Recall:
1.
2.
3.
4.
To evaluate a surface integral as a double integral
To evaluate a surface integral for a parametric surface
To determine the orientation of a surface
To evaluate flux integrals
If C is a smooth cu
Section 16.5: Curl and Divergence
Goal:
1. To calculate the curl and divergence of a vector field
Note:
Even though it is an abuse of notation, we sometimes think of the differential operator
as a vector
, ,
.
x y z
Definition:
The curl of F( x,y,z) =
Section 16.6: Parametric Surfaces
Goals:
1. To find parametric equations representing a surface
2. To find a normal vector and tangent plane to a parametric surface
3. To calculate the surface area of a parametric surface
Remember the good old days when w
Section 16.4: Green's Theorem
Goal:
To use Green's Theorem to evaluate a line integral
Green's theorem relates line integrals to double integrals.
Recall:
A curve C in a plane is positively oriented if it is traveled in a counterclockwise direction.
Theor
Section 16.3: The Fundamental Theorem of Line Integrals
Goals:
1. To apply the Fundamental Theorem of Line Integrals
2. To use path independence when evaluating line integrals
Some line integrals of vector fields are independent of path (i.e. they have th
Math 205 Test 3 Preparation
1. The test covers chapter 15
2. The test will be based in large part on the homework and examples from class. So use these as a
study guide.
3. Memorize the following formulas.
a) Conversion identities for the various coordinaSection 12.1: Welcome to the Third Dimension!
Monday, January 12, 2015
6:14 PM
Goals:
1. To plot points, planes, and cylinders.
2. To find the distance between points in space.
3. To find the equation of a sphere.
Rectangular Coordinates in Space
To const
Section 16.2: Line Integrals
Goals:
1. To write and evaluate line integrals
2. To write and evaluate a line integral of a vector field
3. To write and evaluate a line integral in differential form
We know how to integrate over an interval on the x-axis, a
Section 16.1: Vector Fields
Goals:
1. To sketch a vector field
2. To find gradient vector field of a function
Definition:
A vector field is a function that maps a point in two or three-dimensional
space to a two or three component vector. So, a field of t
Final Exam Preparation
1. The exam is cumulative, covering chapters 12-16.
2. Any kind of problem that was fair game on previous tests is also fair game on the
final.
3. More than half the questions on the final are multiple choice. Many of the multiple
c
Homework Section 16.9
1.
A vector field F is shown. Determine whether div F is positive or negative at P and P2 and label
1
both points as either a source or a sink.
2.
Use the Divergence Theorem to calculate the flux integral,
F NdS .
S
a)
b)
F( x, y, z
:
4. Set up the iterated integral to find the second moment, with.respect to the xz - plane, of the solid with
the shape of the region bounded by the graphs of I + y2 = 4,e = I and z= O,in the first octant, where
the density at P(x, y, z) is directly prop
r-
6. A computer manufacturer finds that outlay of x million dollars each year for research and y million
dollars each year for development are related to the annual profit P(x, y) (in millions of dollars)
by P(x,y)= 3000 -
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Showing 1 to 2 of 2
I would recommend this class for students who are serious in pursuing a career in engineering or math. This kind of calculus can't be memorized, as such concepts require independent study and a good teacher-student relationship. Constant participation, working on homework, and interacting with classmates will allow one to survive in this kind of course.
Course highlights:
I learned how to take integrals in surface area and volume of three-dimensional calculus.
Partial derivatives were used as a substitute for the implicit differentiation of a function.
Hours per week:
9-11 hours
Advice for students:
I would recommend using Slader and solutions online to aid in your studying of multivariable calculus. These resources provide a step-by-step solution to refer to when having problems. | 677.169 | 1 |
About this product
Description
Description
The book describes the fundamental principles of computer arithmetic. Algorithms for performing operations like addition, subtraction, multiplication and division in digit computer systems are presented, with the goal of explaining the concepts behind the algorithms, rather than addressing any direct applications.
Author Biography
Mi Lu received her MS and PhD in electrical engineering from Rice University, Houston. She joined the Department of Electrical Engineering at Texas A&M University in 1987 and is currently a professor. Her research interests include computer arithmetic, parallel computing, parallel computer architectures, VLSI algorithms, and computer networks. She has published over one hundred technical papers, and has served as associate editor of the Journal of Computing and Information and the Information Sciences Journal. She was conference chairperson of the Fifth, Sixth, and Seventh International Conferences on Computer Science and Informatics. She served on the panel of the National Science Foundation, the panel of the IEEE Workshop on Imprecise and Approximate Computation, and many conference program committees. She is the chairperson of sixty research advisory committees for masters and doctoral students. Dr. Lu is a registered professional engineer and a senior member of the IEEE. She has been recognized in Who's Who in America. | 677.169 | 1 |
Resource Added!
Type:
Lesson Plan, Unit
Description:
This folder contains the resources linked to Session 7 of Building Algebraic Thinking through Pattern and Function - Professional Development Course for Mathematics Teachers in PDF and Word formats for your convenience and in case the links get broken.
Subjects:
Career & Technical Education > General
Education > General
Mathematics > General
Mathematics > Algebra
Education Levels:
Professional Education & Development
Keywords:
Building Algebraic Thinking through Pattern and Function - Professional Development Course for Mathematics Teachers
This folder contains the resources linked to Session 7 of Building Algebraic Thinking through Pattern and Function - Professional Development Course for Mathematics Teachers in PDF and Word formats for your convenience and in case the links get brokenFor each problem, you consider the numerical data that accompanies a description of some situation to determine whether the situation and data can be represented by a linear function. These problems are featured in the classroom videos that follow in the next step.
In this video, you will watch a class of 6th grade students discuss Problems 1 and 2 from the document "Are These Linear Functions?" The students have studied patterns for several weeks and have been introduced to plotting points on a graph from tables of values generated from patterns problems. In this video, they have a first discussion about what the graphs for each problem might look like.
In this video segment, the students compare the graphs of problems 1 and 2 and then briefly discuss problem 4. They begin to make conjectures about when a table of values will produce a linear relationship.
At the conclusion of Session 8, you will be asked to turn in a final project that involves planning, conducting and reflecting on a classroom discussion focused on algebraic thinking. Refer to the Final Project Description. Plan to conduct your discussion so that you will have time to write up your reflection by the end of Session 8 | 677.169 | 1 |
Exponential Decay
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Learn about exponential decay in real-world situations. Problems involve the application of depreciation of an asset and radioactive decay. Learn to apply exponential decay equations and interpret graphs. This is the last of three activities for teaching and learning about exponential functions in algebra: Graphing Exponential Equations; Exponential Growth; and Exponential Decay.
COMMON CORE STATE STANDARDS FOR MATHEMATICS (2010)
CCSS.MATH.CONTENT.HSF.IF.C.8.B Use the properties of exponents to interpret expressions for exponential functions. For example, identify percent rate of change in functions such as y = (1.02)ᵗ, y = (0.97)ᵗ, y = (1.01)12ᵗ, y = (1.2)ᵗ/10, and classify them as representing exponential growth or decay.
CCSS.Math.Content.HSF-BF.B.3 Identify the effect on the graph of replacing f(x) by f(x) + k, k f(x), f(kx), and f(x + k) for specific values of k (both positive and negative); find the value of k given the graphs. Experiment with cases and illustrate an explanation of the effects on the graph using technology. Include recognizing even and odd functions from their graphs and algebraic expressions for them. | 677.169 | 1 |
In response to the legislature's mandate to develop statewide curriculum standards for required subjects, this guide was developed by a statewide committee to present the content that should be taught in Business Arithmetic. It was piloted by teachers in representative school systems and subsequently revised. Eight goals for the course are listed, followed by a pacing chart suggesting the time to devote to each major topic in the course. The major topics concern the bank, the wage earner, the small business, the operations of the small business, the problems of business, the manufacturer, taxes, and stocks. The curriculum outline and performance objectives are then listed. In the following section, sample activities are presented, with content topic and objective noted for each. A brief list of books and resources is given, but no answer key is provided. (MNS) | 677.169 | 1 |
CBSE sample papers for class 9 and 10
Sunday, January 8, 2017
Symbols, formulae, logics, calculation, proof, and other concepts are the part of our lives since childhood. To some the numbers appeal, but for others it takes a little longer time than usual for the correct attitude and inclination towards maths. Over the years, alike other subjects, the complexity in mathematics also increase and hence the need to introduce the NCERT solutions class 10 mathsand the NCERT maths solution class 9.
Class 9 is the stepping stone into the many complex lives of the students who are budding artists in education. It introduces standard five subjects that include Mathematics, Science, Social Science, English and Hindi. The subject would remain the same between the transition from class 9 to class 10, but what substantially changes is the course parameters.
As the pressure increases by the time students are in class 9, it is important that we help them decide what is important for them. Parents and teachers should motivate the students to get hands on the NCERT solutions class 10 maths book. If it is hard to find the hard copy of the book, it is easy that the students can get an online copy of it.
There are numerous online entryways who are specialists in giving the online arrangements of every module under number science. The understudies can help choose which arrangement book can help them or which can not.
Nowadays, students choose to take up their private tuitions for important subject. They feel extra studies can shape their minds better for competitive examinations that will fall ahead in life. The Syllabus is structured into fifteen important modules that starts with the Real Numbers, Polynomials, Linear Equation, Quadratic Equation, Triangles, Coordinate Geometry, Circles, Constructions, Trignometry, Surface areas and volumes, Statistics and probability.
Inducing mathematics with clear concept develops in students the ability to use a logical thought, to formulate a problem in a way which allows for computation and decisions. An active brain that knows how to play with numbers can further use the advanced concepts without any hassle.
However, for class 10, it is important that students should refer to NCERT solutions maths Class 9book for the stronger foundation of the subject. Mathematics is about structures, rationales and ideas that will help you reason the some imperative data. The subject will at some point or another contribute to the advancement of the economy.
Tuesday, January 3, 2017
Wednesday, December 21, 2016
The Central Board of Secondary Education is considered the second toughest exam at the level of class 9 and class 10. The overall course structure under the CBSE board is fairly good that provides detailed and in-depth knowledge to the students on all the subjects. To boost the confidence amongst the children, the board came up with the CBSE sample paper for class 9 and CBSE sample paper for class 10.
Sample papers are the introductory paper that will give students the idea about the level of questions they will take up in the main examinations. Class 9 is just a preliminary introduction for the students of class 10.
For the enhanced and upward training, it is essentials for the students in both the classes to learn subjects thoroughly. This should be done not only with the CBSE course books and its solutions. Rather, they should choose the CBSE sample papers for class 9 and CBSE sample papers for class 10.
The board release the updated version after every year, especially, for the subjects like maths and science. As soon as the students realize the importance of the sample papers, they pursue them immediately for better thinking. Later, when the students take up and clear the exam, they hail sample papers as their best tool for preparation.
Access to the internet and the CBSE sample paper for class 10 has helped many students prepare for their next competitive session. With the sample papers, the students have an idea of the variety of problems to face the qualifying examination.
To a greater degree the aspirants can make their foundation stronger with continued practice and knowledge. After the successful learning and understanding, the students can get a strong motivation. The CBSE sample paper for class 9 contains the detailed problems of various types that can give students a clearer picture of the subject,concepts and its applications.
Sample papers can be the best tool to gauge the performance. Apart from the solved questions, they again have a set of unsolved question for the students to take up. Deriving the solutions on their own will encourage the students for their final tests.
Students can make a team and sit to solve these papers to avoid isolation and depression from the subject. Unfolding the problems be it of maths or science will help aspirants gauge their weaknesses and strengths which is also important. | 677.169 | 1 |
The use of algebraic and/or numeric methods as the main technique for solving a
math problem. The instructions "solve using analytic methods" and
"solve analytically" usually mean that no calculator
is allowed. | 677.169 | 1 |
Synopsis
Basic Mathematics for the Biological and Social Sciences deals with the applications of basic mathematics in the biological and social sciences. Mathematical concepts that are discussed in this book include graphical methods, differentiation, trigonometrical or circular functions, limits and convergence, integration, vectors, and differential equations. The exponential function and related functions are also considered. This monograph is comprised of 11 chapters and begins with an overview of basic algebra, followed by an introduction to infinitesimal calculus, scalar and vector quantities, complex numbers, and the simplest types of differential equation. The use of graphs in the presentation of data is also described, along with limits and convergence, rules for differentiation, the exponential function, and maxima and minima. Techniques of integration, vectors and their derivatives, and simultaneous differential equations are explored as well. Examples from biology, economics and related subjects, probability theory, and physics are provided. This text will be a useful resource for mathematicians as well as biologists and social scientists interested in applying mathematics to their work | 677.169 | 1 |
This text provides an accessible, self-contained and rigorous introduction to complex analysis and differential equations. Topics covered include holomorphic functions, Fourier series, ordinary and partial differential equations. The text is divided into two parts: part one focuses on complex analysis and part two on differential equations. Each part can be read independently, so in essence this text offers two books in one. In the second part of the book, some emphasis is given to the application of complex analysis to differential equations. Half of the book consists of approximately 200 worked out problems, carefully prepared for each part of theory, plus 200 exercises of variable levels of difficulty. Tailored to any course giving the first introduction to complex analysis or differential equations, this text assumes only a basic knowledge of linear algebra and differential and integral calculus. Moreover, the large number of examples, worked out problems and exercises makes this the ideal book for independent study.
Ever since the groundbreaking work of J.J. Kohn in the early 1960s, there has been a significant interaction between the theory of partial differential equations and the function theory of several complex variables. Partial Differential Equations and Complex Analysis explores the background and plumbs the depths of this symbiosis. The book is an excellent introduction to a variety of topics and presents many of the basic elements of linear partial differential equations in the context of how they are applied to the study of complex analysis. The author treats the Dirichlet and Neumann problems for elliptic equations and the related Schauder regularity theory, and examines how those results apply to the boundary regularity of biholomorphic mappings. He studies the ?-Neumann problem, then considers applications to the complex function theory of several variables and to the Bergman projection.
This reader-friendly book presents traditional material using a modern approach that invites the use of technology. Abundant exercises, examples, and graphics make it a comprehensive and visually appealing resource. Chapter topics include complex numbers and functions, analytic functions, complex integration, complex series, residues: applications and theory, conformal mapping, partial differential equations: methods and applications, transform methods, and partial differential equations in polar and spherical coordinates. For engineers and physicists in need of a quick reference tool.
This book is intended both as an introductory text and as a reference book for those interested in studying several complex variables in the context of partial differential equations. In the last few decades, significant progress has been made in the fields of Cauchy-Riemann and tangential Cauchy-Riemann operators. This book gives an up-to-date account of the theories for these equations and their applications. The background material in several complex variables is developed in the first three chapters, leading to the Levi problem. The next three chapters are devoted to the solvability and regularity of the Cauchy-Riemann equations using Hilbert space techniques. The authors provide a systematic study of the Cauchy-Riemann equations and the $\bar\partial$-Neumann problem, including $L^2$ existence theorems on pseudoconvex domains, $\frac 12$-subelliptic estimates for the $\bar\partial$-Neumann problems on strongly pseudoconvex domains, global regularity of $\bar\partial$ on more general pseudoconvex domains, boundary regularity of biholomorphic mappings, irregularity of the Bergman projection on worm domains. The second part of the book gives a comprehensive study of the tangential Cauchy-Riemann equations. Chapter 7 introduces the tangential Cauchy-Riemann complex and the Lewy equation. An extensive account of the $L^2$ theory for $\square_b$ and $\bar\partial_b$ is given in Chapters 8 and 9. Explicit integral solution representations are constructed both on the Heisenberg groups and on strictly convex boundaries with estimates in Holder and $L^p$ spaces. Embeddability of abstract $CR$ structures is discussed in detail in the last chapter. This self-contained book provides a much-needed introductory text to several complex variables and partial differential equations. It is also a rich source of information to experts.
This collection of papers by outstanding contributors in analysis, partial differential equations, and several complex variables is dedicated to Professor Francois Treves in honor of his 65th birthday. There are five important survey articles covering analytic singularities, holomorphically nondegenerate algebraic hypersurfaces, analyticity of CR mappings, removable singularities of vector fields, and local solvability for systems of vector fields. The other papers are original research contributions on topics such as Klein-Gordon and Dirac equations, Toeplitz operators, elliptic structures, complexification of Lie groups, pseudo-differential operators, nonlinear equations, CR and Mizohata structures, analytic hypoellipticity, overdetermined systems, and group invariant convex hypersurfaces. | 677.169 | 1 |
Emphasizing basic math skills and problem-solving strategies, this teacher-, student-, and parent-friendly K-6 math program provides students with the solid math foundation they need to succeed. Affordable and easy-to-use, with direct instruction embedded throughout these full-year texts can be used on their own or as an outstanding supplement to any math program.
Promise Angels is dedicated to bringing you great books at great prices. Whether you read for entertainment, to learn, or for literacy - you will find what you want at promiseangels.com!
More About Modern Curriculum Press
The MCP Plaid Phonics workbooks have been staples in the homeschool world for at least 30 years. MCP (Modern Curriculum Press) was taken over by Pearson Education, Inc. some years ago.
As the leading education services company, Pearson is serious about evolving how the world learns. We apply our deep education experience and research, invest in innovative technologies, and promote collaboration throughout the education ecosystem. Real change is our commitment and its results are delivered through connecting capabilities to create actionable, scalable solutions that improve access, affordability, and achievement.
Modern Curriculum Press currently resides in Morristown, in the state of New Jersey.
Modern Curriculum Press has published or released items in the following series...
Reviews - What do customers think about MCP Mathematics Level C?
Good Math Book Aug 8, 2004
I got this book because my daughter was in a private Montessori school, and just was not getting the Math. I found it great for teaching what she needed to know in third grade for math. The book starts with a plain basic explaination, and builds on that knowlege in a logical sequence. My daughter ended up understanding what the teachers could not teach. I ended up having my daughter bring it to school to learn math. We are not returning to the Montessori school. However,I am ordering the fourth grade math book in this series.
A decent math book, not micky mouse math Jan 18, 2001
I found out about this book spotting a woman dragging around a bunch of kids with textbooks to the dentist, sure enough she was homeschooling, and she told me to get this book from Christian Supply. It's easier to get my 2nd copy (to replace the one I gave to my teacher) on this site.
It covers all the basics, plus some of the goofy games they play on those new fangled state tests like WASL.
The homework I get from my public school is pretty awful, it's either way too easy, or way too hard, or it's really hard but doesn't teach any math. Any one of the worksheets in these books is easy to do in 10 minutes and teaches just what you need to know. None of this cut out 56 cards and spend 2 hours playing how to add 10 or subtract 10 with your entire family nonsense.
The grade 3 covers multiplication with decimal points, square root on calculators, how to add X of item A, Y of item B, etc. by mixing multiply and add, and how to create a table for guess and check, plus measurement.
This book is a half-inch thick and tells you everything you need to know in 3rd grade. Dale Seymour's "Investigations" is 2 feet worth of books that you can't write on that doesn't teach you how to carry or do long division, but you do get to sing "Happy Birthday" in two languages.
Chances are, your school district has adopted one of the half dozen National Science Foundation "fuzzy" or "standards based" math texts that deliberately won't even show you how to add, multiply or divide without the use of a calculator or a number chart. The worksheets my teacher was handing out from who knows where were even worse.
If you supplement you kids with these, you'll have a good idea of what's normal for 3rd grade, and what good homework should look like. If everybody got worked up and bought this and showed this to their teachers and principal, we wouldn't have to deal with terrible math books.
Arthur Hu 2000 candidate for Washington State Superintendent of Public Instruction and grass roots education activist.
Ask A Question or Provide Feedback regarding MCP Mathematics Level | 677.169 | 1 |
According to the Bureau of Labor Statistics, more than 14 million people are employed in the retail industry and they are responsible for generating almost two-thirds of the Gross Domestic Product (GDP), or more than $4.1 trillion dollars. And all these businesses, no matter how small, run on numbers. All of them are striving to sell products at a price that is high enough to pay all the expenses and have a bit left over. In short, math for merchandising is everywhere.
So what does all this have to do with you?
Well, if you are similar to most, you did not get a good understanding of math concepts in school, either because the classes bored you to tears, or the classes were not offered. But now, in your career, your employer expects you to know how to know the relationship between fractions and decimals, use percentages to analyze and compare information, determining the best pricing for sale merchandise, compute the average cost for a group of items purchased at varying prices over several weeks or months, and how much to markup an item to sell it at a profit. Clearly it may time for some help.
And that's where "Math for Merchandising" comes in. Written in clear language by a veteran of the retail business and college instructor for more than 20 years, this book will provide you with all the knowledge and tools required to be more than competent in the retail field.
Ms. Moore has arranged the book in a logical sequence and begins with the most basic concepts of numbers and even how to get the most out of your hand held calculator (it knows more than you think it does). This most important chapter is provides many different examples of everyday business math requirements and shows you, step by step, how determine the answers and be confident doing it.
Once the basics have been established, Mrs. Moore lays out the remainder of "Math For Merchandising" book in a logical manner. Chapters include:
Markups to sell
Fundamentals of a six month merchandising plan
Analyzing last year's six month merchandising plan
Cost sheets and pricing
Sales per square foot of floor space
Operating statements
This book is a must have for anyone with profitability responsibilities and is especially helpful in today's challenging retail market.
Also available is "Math for Merchandising, A Retailer's Handbook". This is a smaller book intended for reference use in the workplace. All the information found in the larger book is here, but without many of the fuller explanations. This effective editing distills all the important "how-to" information into a single, smaller edition.
Either volume is a must have for anyone who is making retail a career, or is not quite clear on the mathematical concepts and execution required for effective planning and tracking of retail sales strategies.
Pick up any retailing, marketing, business management or fashion book and each one emphasizes how businesses rely on financial analysis to meet the shifts and demands of the consumers, the trends, and the marketplace to maintain and improve operational performance. In short, retail math skills are highly prized by almost all employers.
And, in today's economic climate, staying on top of the numbers is more important than ever! But, it is equally important to know how to find the financial answers you need, and how to analyze the information too. Again, the ability to effectively use retail math skills is critical.
But, where do you start?
Fortunately, the industry, with stores of all shapes and sizes, catalog shopping, and e-tailing-retail merchants, relies on the same fundamental math skills and formulas to operate their business, no matter what type or size.
In larger organizations, several people may be working on a task, even specializing on certain details, whereas in a smaller organization, one person may have to wear several hats to get the job done. And, this is true at all levels of the operations.
For example, a sales associate, might be using math skills daily to calculate the discount on a sales item, add taxes, or make change. Or, a supervisor or manager may be using math skills to develop a marketing plan or project sales for a new department. All segments of a business: merchandising, marketing and advertising or even operations, rely heavily on maintaining accurate budgets and financial plans to implement their ideas and strategies.
Simply put, merchandisers consider numbers as one of their "tools of the trade."
Math for Merchandising, a Retailer's Handbook, introduces and illustrates the fundamental math skills businessmen and women use daily, in an easy to follow format, in five sections covering:
Fundamentals of Retail Math
Numbers drive a business. No one will question that. But business owners, to make sound decisions, use fundamental tools which include:
basic retail math formulas
forms and reports in which the numbers are used
technology used to integrate the numbers into logical, easy-to-use formulas
The basic retail math formulas are driven by fundamentals of fractions, decimals, dozens, and rounding in order to work with and use percentages as a means of comparison. For example, in merchandising we speak in fractional terms all the time, but when working out problems, we have to write the decimal equivalent of the fraction. Most calculators don't have keys for working with fractions, and software programs like Excel require that you are able to write the decimal equivalents of fractions so you can solve retail math problems. This allows merchants to calculate something as simple as taxes, or the number of pieces of merchandise to transfer or to compare this year's sales to last year.
Learn more about determining the percentage of sales increases or decreases just by reading Lesson 1 in the Math for Merchandising Retailer's Handbook.
Business profits are driven by careful planning. This includes developing business plans that evaluate and forecast:
sales, working with the sales volume, or net sales
stock, including stock-to-sales ratios, average stock, and turnover.
markdowns (stock reductions)
purchases both at retail and at cost
Calculating available purchases, known as the Open-to-Buy (OTB), which is the dollars available to spend during a specific period of time, is a constantly changing number that provides a check and balance system to maintain merchandise flow. Continue reading Retail Sales – Planning and Forecasting→
No one will question that profits are the name of the game. So, just what has to be measured to figure out if your business is profitable–and even more importantly, what do you evaluate and how can you analyze what shifts and changes can increase your bottom line.
The simplest of business math skills will help you determine the sales per square foot of retail space and the financial profitability of a business. If you are operating a healthy business you can see it in the strenght of the sales per square foot and in the details of an operating statement. Continue reading Retail Sales – Profitability→ | 677.169 | 1 |
Aimed at effectively delivering the 2008 framework, the Pupil Books are packed with functional maths questions and spreads and ensure progression by providing differentiated material for each level. Year 9 Pupil Book 3 is fully levelled with built-in progression helping students to progress with confidence from level 6 to 8 and move up to GCSE. This Pupil Book: * Guarantees progression with colour-coded levelling and level boosters to help pupils work at the right level and progress with ease. * Enables pupils to develop vital functional skills and put maths into context with the help of the integrated functional maths questions and exciting real-world spreads. * Promotes personalised learning and self assessment using pupil-friendly learning objectives for every chapter. * Eases the class into understanding new concepts with worked examples. * Stretches and challenges the knowledge and skills of pupils using extension activities. * Provides rigorous maths practice with the hundreds of levelled questions. * Captures pupils' attention using the colourful design. * See the Teacher's Pack for more support and answers.
"synopsis" may belong to another edition of this title. 20087571
Book Description Collins Educational162943333599 | 677.169 | 1 |
Sunday, 7 December 2008
Principles of Automatic Control
Level:
Instructors:
NASA Ames Research Center pilot George E. Tucker evaluates perspective flight guidance displays being developed by a Boeing/Ames research team for "runway independent aircraft." (Image courtesy of NASA.)
Course Features
Course Description
The course deals with introduction to design of feedback control systems, properties and advantages of feedback systems, time-domain and frequency-domain performance measures, stability and degree of stability. It also covers root locus method, nyquist criterion, frequency-domain design, and state space methods.
*Some translations represent previous versions of courses
Labs
Writing Lab Reports
Here is a copy of the Results and Conclusions sections from a fairly good lab report (PDF). It's not perfect, but the author does a good job of labelling graphs and tables, referring to them in the text, and writing concise, relevant conclusions.
Notes on writing a lab report (handout from recitation five days after lecture #8) (PDF).
Lab Handouts
Skills Review
Further information on the Mathematical Knowledge Topics for each 16.06 lecture may be found in the Supplementary Math Notes (PDF), which are organized by 16.06 lecture topics and the associated Mathematical Knowledge Topics.
The following list of topics link to the corresponding entry in the table below.
Lecture Notes
The blank areas found in the lecture notes below are intentional. Students are given the printed notes preceeding each lecture but are expected to fill in blank areas themselves based on the in-class content.
Supplements to the notes are available (PDF) | 677.169 | 1 |
Quadratic Applications 1 v1.0
Quadratic Applications 1 v1.0 is the different applications on which quadratic equation being used, including from revenue up to distance. Work problems, work of two things together to achieve finidhing a task. physics application on projectiles and falling opjects, Digging intoi geometry and understand these topics to undertand better. | 677.169 | 1 |
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A Pathway Into Number Theory
Number theory is concerned with the properties of the natural numbers: 1, 2, 3 ... During the seventeenth and eighteenth centuries, number theory became established through the work of Fermat, Euler and Gauss. With the hand calculators and computers of today the results of extensive numerical work are instantly available and the road leading to their discoveries may be traversed with comparative care. Now in its second edition, this book consists of a sequence of exercises that will lead readers from quite simple number work to the point where they can prove algebraically the classical results of elementary number theory for themselves. A modern secondary school course in mathematics is sufficient background for the whole book which is designed to be used as an undergraduate course in number theory to be pursued by independent study without supporting lectures | 677.169 | 1 |
I recommend this course because it is a good challenge for students wanting to expand their knowledge and improve study habits.
Course highlights:
An interesting part of this course was learning about how calculus is applied and utilized in many different jobs. This course will help students determine if they want to go into a math or calculus related career.
Hours per week:
6-8 hours
Advice for students:
It is critical that you understand the current topic the teacher is teaching before going on to the next. The different lessons in the class over lap and the skills learned in each lesson are used all throughout the course.
Course Term:Fall 2015
Professor:Catherine Suski
Course Tags:Math-heavyMany Small AssignmentsCompetitive Classmates
Nov 17, 2016
| Would highly recommend.
This class was tough.
Course Overview:
I would definitely recommend this course! The course material was tough (it's calculus, so that's expected), but Lammers kept our spirits up and taught the material in a way that was easy to understand.
Course highlights:
Highlights of the course included going over our homework questions every day, our review assignments were also more difficult than the actual test so it really did help us prepare.
Hours per week:
6-8 hours
Advice for students:
Advice I would give to students considering this course is to not rely on Calc Chat. Calc Chat is an online resource that works out all the odd problems in the book. It's helpful to check your answers but if you rely on it you won't learn the material. | 677.169 | 1 |
Mathematics for Electronics, 1st Edition
Algebra-trigonometry based book bridges the gap between math and technology. Open workbook format includes tear-out pages so that assigned work can be collected. Self-paced examples with solutions and exercises assist students with difficult concepts and allow for self-study. Applications are relevant to students' interest in electronics. Includes chapter on digital mathematics for computer technicians. | 677.169 | 1 |
Populations Lab - Exponential Graphing
Ninth graders investigate the application of populations that exists in one's everyday environment, in order to develop an understanding of how mathematics is a key component in the understanding of population dynamics | 677.169 | 1 |
Report of a Conference on Secondary School Mathematics, New Orleans, March 14-18. 1966. SMSG Working Paper.
Stanford Univ., CA. School Mathematics Study Group.
Sixteen mathematicians from universities, schools and industries met for five days in 1966 to plan a "second round" curriculum which would place greater emphasis on the relevance of mathematics to problems of the real world. Their deliberations are reported in this document. The three main recommendations were that the curriculum should contain: (1) frequent consideration of mathematical models of significant problem situations; (2) an introduction to those mathematical concepts which are important to the general citizen; and (3) probability, logic, computing and flow charts, and the concept of function, in addition to traditional topics. A series of reports and papers on various topics contain many suggestions for putting these recommendations into effect, especially in grades seven through nine. Also included are an annotated bibliography on applications of mathematics, and a list of topics for the use of mathematical models. (MM) | 677.169 | 1 |
Subject: Math Grade Level: 9-12
Designing The Optimal Soda Can
Students will research a variety of beverage cans and comment on their dimensions and capacity. Using their knowledge of functions, rates of change and maximization/ minimization techniques they will mathematically calculate the dimensions that mini
Subject: Math |
Grade: 9-12 Author(s): Amy Nichols Views: 9,792 |
Favorited: 5 |
Reviews: (0)
Introduction To Geometry - Angle Pair Relationships
This Webquest is focused on defintions and applications of some important terms in angle pair relationships in geometry that must be understood in geometry. It aslo highlights the very important role of geoemtry in our society.
Subject: Math |
Grade: 9-12 Author(s): Llewellyn Jarrett Views: 9,093 |
Favorited: 9 |
Reviews: (0)
Graphing Quadratic Functions
This WebQuest guides students through an interactive discovery of how to graph quadratic functions in various forms. This WebQuest is designed as a discovery activity and requires virtually no prior experience with quadratic functions for students. P
Subject: Math |
Grade: 9-12 Author(s): Melinda Abercrombie Views: 9,041 |
Favorited: 7 |
Reviews: (0)
When Will I Ever Use The Pythagorean Theorem?
This webquest is designed as an introduction to the Pythagorean Theorem and how it is used in various occupations. The learner will research an occupation in which this theorem is needed and will address other facts of the occupation.
Subject: Math |
Grade: 9-12 Author(s): Jeanne Justice Views: 7,956 |
Favorited: 11 |
Reviews: (0)
The Matrix Revolution
Students will research the art of code breaking and the use of matrices. Before students complete the matrices, students will review different decoding, and even use an online sample of the German Enigma machine to decode a message. Students will u
Subject: Math |
Grade: 9-12 Author(s): Math Guy Views: 7,631 |
Favorited: 3 |
Reviews: (0)
Pi Day
"Pi Day" takes students through the mathematical process and historical journey that leads us to the irrational number we know of today as "pi"!
Subject: Math |
Grade: 9-12 Author(s): Jessica Heuring Views: 7,564 |
Favorited: 11 |
Reviews: (0)
Using Scatter Plots To Analyze The Olympics
A scatter plot is a graphic representation of bivariate data as a set of points in a plane.
During this webquest you will create scatter plots using data from the Olympics and use them to make predictions.
Subject: Math |
Grade: 9-12 Author(s): Kevin Schroeder Views: 7,559 |
Favorited: 23 |
Reviews: (0)
Algebra In The Real World
Student based Web Quest that will be used to ensure their knowledge of Algebra
Subject: Math |
Grade: 9-12 Author(s): Madi Kihnley Views: 7,323 |
Favorited: 2 |
Reviews: (0)
Sines And Cosines And Graphing...Oh My!
This WebQuest is an exploration of the graphs of sine and cosine and their existence in our world. First, students will develop an understanding the basic features of the graphs of sine and cosine including amplitude, period, and shifts. Next, stud
Subject: Math |
Grade: 9-12 Author(s): Marina Capen Views: 7,281 |
Favorited: 7 |
Reviews: (1)
Tradebook Lesson Plan 2 - Quadratic Equations
The Curious Incident of the Dog and the Night - This book is about a boy with Autism and he is a Mathematics savant. He uses Math as his coping mechanism throughout the book.
Subject: Math |
Grade: 9-12 Author(s): Ruma Patel Views: 7,259 |
Favorited: 3 |
Reviews: (0) | 677.169 | 1 |
Calculus Chain Rule Interactive Flip Chart
Flipchart File
Be sure that you have an application to open this file type before downloading and/or purchasing.
0.21 MB | 8 pages
PRODUCT DESCRIPTION
This flipchart for Promethean Boards (or can be converted for Smart Boards) introduces the concept of the Chain Rule in Calculus. It has worked through examples for students to see when the Chain Rule is needed, as well as thoroughly described and solved examples. Includes an example (solved) that also used the Quotient Rule. This lesson can easily be converted to PDF for printing or teaching, see attached Demo for how PDF of slides looks. This is perfect for high school calculus courses | 677.169 | 1 |
Customize your search:In mathematics, communication skills supplement and enhance student conceptual understanding, computational fluency, and ability to solve problems. According to the National Council of Teachers of Mathematics, "Students who have opportunities, encouragement, and support for speaking, writing, reading, and listening in mathematics classes reap dual benefits: they communicate to learn mathematics, and they learn to communicate mathematically."The purpose of this course is to review the material covered in the Fundamentals of Engineering (FE) exam to enable the student to pass it. It will be presented in modules corresponding to the FE topics, particularly those in Civil and Mechanical Engineering | 677.169 | 1 |
This is a new and expanded edition of this textbook for first-year graduate students in mathematics and physics, discussing the basic language of Riemannian geometry and presenting some of its most fundamental theorems.
This classic text serves as a tool for self-study; it is also used as a basic text for undergraduate courses in differential geometry. The author's ability to extract the essential elements of the theory in a lucid and concise fashion allows the student easy access to the material and enables the instructor to add emphasis and cover special topics. | 677.169 | 1 |
My AP Statistics and Elementary Video Series will help you ace the AP exam and master all Elementary Statistics Concepts
Want to ace the AP Statistics exam and also do well in your class? Maybe you are taking an elementary or introductory statistics course in college and need the extra help. We'll help you do it with 90 lessons, including several hours of illustrated lecture video, several worked-out example questions, and a complete understanding of the graphing calculator and its statistical capabilities.
Each lesson also comes with a downloadable word document of course notes to help you learn the material as you watch the video lessons.
Although our course is catered towards high school students taking the AP test, college students in a first year statistics course will also find this class life-saving.
Did we mention you'll also have an awesome teacher?
Jerry Linch obtained his B.S. in Mathematics from the University of Nebraska and M.S. in Statistics from the University of Houston Clear Lake. With several years of practice in the actuarial field, he has an excellent understanding of the material and can explain the concepts at a level which any entry level student can understand. If you want a comprehensive course of all the AP Statistics topics and most all elementary statistics topics covered in a college course and explained with ease, then this course is for you. | 677.169 | 1 |
Maths Help - a door into everyday mathematics
Maths Help provides students and enquirers with free access to the Open
University's high quality
learning resources related to everyday mathematics. Covering numerical,
graphical and related skills, the resources include activities to help
you learn new skills (or revise long–forgotten techniques), and quizzes
to check your progress.
The resources linked below should help you feel more
confident
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using mathematics in your everyday life and if you are intending to
study a course or qualification with some numerical or
mathematical content. | 677.169 | 1 |
eTextbook
Foundations of Geometry, Second Editionimplements the latest national standards and recommendations regarding geometry for the preparation of high school mathematics teachers ;and encourages students to make connections between their college courses and classes they will later teach. This text's coverage begins with Euclid's Elements, lays out a system of axioms for geometry, and then moves on to neutral geometry, Euclidian and hyperbolic geometries from an axiomatic point of view, and then non-Euclidean geometry. Good proof-writing skills are emphasized, along with a historical development of geometry. The Second Editionstreamlines and reorganizes material in order to reach coverage of neutral geometry as early as possible, adds more exercises throughout, and facilitates use of the open-source software Geogebra. | 677.169 | 1 |
Math for Pharmacy Technicians for Pharmacy Technicians, Second Edition is an updated and revised version of the best-selling title. This introductory text covers the key math skills needed for Pharmacy Technicians and continues to be an essential resource for both PharmacyMore...
Math for Pharmacy Technicians, Second Edition is an updated and revised version of the best-selling title. This introductory text covers the key math skills needed for Pharmacy Technicians and continues to be an essential resource for both Pharmacy Technician students and practicing Pharmacy Technicians. Presented in a simple and clear manner, students will find numerous solved problems and a step-by-step format that allows for quick comprehension. Key features include practice problems with answers, written procedures, boxes with tips, exercises, and chapter quizzes to reinforce student learning.
Lorraine C. Zentz has been a pharmacy technician since 1981. She lives in the small mountain town of Mesa, Colorado, and has worked in all pharmacy arenas (retail, home health, hospital, oncology, and training/education) during her pharmacy career. Lorraine received her Bachelor's degree in Biology with a minor in chemistry, and her Master's degree in Education with an emphasis in curriculum and instruction (the design and implementation of educational materials). She also completed her doctorate studies in adult education. She has held the position of Colorado State Coordinator for NPTA and Chairman of the Colorado Pharmacist Society Technician Academy and has been certified since 1985. In 2004, she was the recipient of the "Outstanding Leadership Award" and also named "Technician of the Year" for the state of Colorado. Lorraine conducts continuing education programs for technicians throughout Colorado and nationally at the annual NPTA convention | 677.169 | 1 |
Math.NET aims to provide a self contained clean framework for symbolic mathematical (Computer Algebra System) and numerical/scientific computations, including a parser and support for linear algebra, complex differential analysis, system solving and more | 677.169 | 1 |
Jagran Josh presents complete solved E-Book related to CBSE class 10th Mathematics Practice Paper Set-1 for the SA II exam 2015 . This E-book covers the detailed explanation of all the questions given in the CBSE class 10th Mathematics Practice Paper.
This E-Book, prepared by CBSE Exam experts at Jagran josh, is a kind of must have for the students appearing for CBSE Class 10th Summative Assessment – II, Exam.
1. This Ebook has Questions being framed as per the CBSE Summative Assessment – II, pattern for the year 2015.
2. This Ebook is created after the previous 4 year analysis of the Mathematics Question Papers.
3. The Ebook strictly follows the syllabus of CBSE Class 10th Mathematics.
4. The Ebook also contains the detailed explanation of the questions being framed.
5. This Ebook will help you to strengthen the concepts of Mathematics at Class 10th level.
6. A free Checklist is attached with this Practice Paper, fully customised for CBSE Class 10th Mathematics | 677.169 | 1 |
Resource Added!
Type:
Lesson Plan
Description:
Subjects:
Mathematics > General
Mathematics > Algebra
Education Levels:
Grade 9
Grade 10
Keywords:
Algebra equations relationships linear quadratic | 677.169 | 1 |
UNDERGRADUATE PROGRAMS
UNDERGRADUATE STUDIES
Mathematics major
Before entering Marquette University, most students' mathematical experience has been with applications in which mathematics is seen primarily as a problem-solving tool. Courses in algebra, geometry and perhaps calculus usually stress this aspect of mathematics. These courses concentrate on the skills of formulating a problem in precise terms and then solving it by applying a series of manipulations or formulas, some of which are thousands of years old. There is, however, another aspect of mathematics which beginning students rarely glimpse – so-called pure mathematics. This is the creative side of mathematics in which new systems and formulas are discovered or derived. Here lies the challenge to reach beyond the world as we know it and to speculate, to invent.
In reality, the categories of pure and applied mathematics are not as distinct as they may first appear. Today's applied problem often leads to tomorrow's theory. And, just as often, what was yesterday's esoteric theory provides the practical solution to today's technical challenges. So, for example, modern computer circuitry was developed using the tools of mathematical logic invented in the late 1800's. And the mathematical limitations of computing machinery were derived decades before the physical machines existed. Likewise, the practical problem of errors in transmitting information over telephone lines or satellite channels led to a whole new field of mathematical investigation – "error-correcting codes."
Because of this continuing interplay between pure theory and practical applications, the mathematics curriculum at Marquette University is designed to open the door to the creative side of mathematics while also providing an atmosphere in which each student's application skills can continue to grow. The curriculum can be tailored to fit an individual's interest. Some students choose to concentrate on subjects with immediate applications such as probability, statistics and differential equations. Others choose to pursue more abstract topics such as modern algebra, topology or logic. Others are interested in preparing to teach mathematics at the primary or secondary level. In any case the curriculum is designed to provide the technical skills for growth in the discipline.
Major in Mathematics for Elementary School Teachers
The Major in Mathematics for Elementary School Teachers (MELT) prepares students who aspire to be elementary school teachers to become mathematics education leaders. Students will obtain a strong mathematics background, taking several of the mathematics courses required of the math major for secondary school teachers. Graduates will be well prepared to serve as "mathematics specialists" in their schools – able to play leading roles in mathematics education in their schools and mentor other teachers. The major is limited to students enrolled in the teacher education program in the College of Education who seek grades 1-8 certification.
A good candidate for the MELT major:
Has excellent grades in all four years of high school mathematics through precalculus,
The MELT major is rewarding but also demanding. There is a big jump in difficulty from MATH 1400 to MATH 2350 (Foundations of Mathematics), and a second jump from MATH 2350 to 3000 and 4000 level mathematics courses. Students should anticipate these challenges, and be prepared to work hard and seek help outside of class. [Richard Dahlke's guide for students, How to Succeed in College Mathematics, is a valuable resource].
Students planning to complete the MELT major should consult with an advisor in the Department of Mathematics, Statistics and Computer Science (Dr. Marta Magiera, Dr. Peter Jones or Dr. Rebecca Sanders) and with the Director of Undergraduate Advising in the College of Education. It is important for students to meet with their advisors as early in their studies as possible in order to map out a path to timely graduation. The major requires 29 credits of mathematics beyond the seven* that are required for all Education Majors.
Computer science major
The department seeks to provide each of its majors with a broad understanding of computer science. This broad understanding serves as a coherent framework in which the student can place his or her developing knowledge and technical skill. Moreover, the department seeks to provide each student with a solid foundation in the central ideas and methods of modern computer science. It seeks to produce computer scientists who know, understand and can apply these central ideas and methods to real problems.
Computer science is dynamic. It grows constantly. It evolves continuously. It regularly experiences revolutionary transformation. The Department seeks, therefore, to produce computer scientists who can adapt and grow along with their chosen profession.
The department does not seek to train its majors in any particular hardware device, software product or conceptual methodology. Rather, the goal is to provide its majors with the power to succeed in today's computer environment as well as tomorrow's. Students will, however, acquire ample specific knowledge during their education.
Computational mathematics major
The computational mathematics curriculum is a program of study offered by the Department of Mathematics, Statistics and Computer Science that blends the subjects of computer science and applied mathematics. The program is designed to provide a balance between mathematics and computer science that would otherwise require a double major to achieve. It includes those courses in the mathematics curriculum that emphasize applied mathematics as well as those from the computer science curriculum that develop the computing skills required by many of today's applications.
Data Science major
Data plays an ever-increasing role in today's society. Marketing, ecommerce, security, image processing and genetic testing are just a few places where the use of data is impacting our daily lives, and Data Science is the emerging interdisciplinary field that seeks to extract and quantify knowledge from these data sets. Our major in Data Science (DTSC-BS), integrates statistics and mathematics with computer science, allowing students to develop the knowledge and skills necessary to discover and quantify new knowledge from data. Those prepared to integrate advanced technology with modern statistical and mathematical practices will have the opportunity to use in data in action to benefit society. Data scientists turn data into knowledge.
Interdisciplinary major in Bioinformatics
Bioinformatics is a field that lies at the intersection of biology, statistics, and computer science, which is focused on the generation and analysis of large biological datasets. Over the past two decades, this kind of "big data" has become increasingly central to scientists' efforts to understand topics such as the organization and evolution of genomes, the large-scale regulation of gene expression, and the interactions among all of the proteins present in a particular cell. These questions have become central to fields as diverse as healthcare, conservation ecology, and civil engineering. Our interdisciplinary major in Bioinformatics (INBI-BS) will be jointly housed in the Departments of Biological Sciences (BIOL) and Mathematics, Statistics, and Computer Science (MSCS). INBI students will receive training of sufficient depth in both biology and computer science, such that they are competent to approach problems in bioinformatics from the perspective of both parent fields. Students will also be trained to actually use the computational tools of bioinformatics to solve problems or analyze datasets in biological sciences.
SITE MENU
Summer Research Experience
The Department of Mathematics, Statistics and Computer Science hosts a Summer Research Experience (REU) for Undergraduates. This program provides undergraduates with an intensive, faculty-mentored, summer research experience in the areas of applied mathematics, high-performance computing, statistics, ubiquitous systems and mathematics education. Learn more | 677.169 | 1 |
MathView is a computer algebra system designed to foster interactive exploration of mathematics. MathView is designed so that mathematics, both symbolic and graphic, is highly interactive. Change to a proposition in a MathView notebook produces a cascade of changes to the conclusions that are tied to the proposition. This structure helps to create an environment that encourages experimentation and observation. This paper presents examples of interactive Web pages designed to lead students to discover some of the standard theorems of calculus and discusses the creation of an interactive Web page using MathView. (DDR) | 677.169 | 1 |
Section 3.7 Rational Functions A rational function is a function of the form where P and Q are polynomials. r(x) = P(x) Q(x) Rational Functions and Asymptotes The domain of a rational function consists
Partial Fractions Examples Partial fractions is the name given to a technique of integration that may be used to integrate any ratio of polynomials. A ratio of polynomials is called a rational function.
Predicate Logic Example: All men are mortal. Socrates is a man. Socrates is mortal. Note: We need logic laws that work for statements involving quantities like some and all. In English, the predicate is
CHIP AND NEW TECHNOLOGIES Visa Smart Debit/Credit Certificate Authority Public Keys Overview The EMV standard calls for the use of Public Key technology for offline authentication, for aspects of online
Mathematical Communications 3(008), 97-05 97 Angle bisectors of a triangle in I Zdenka Kolar Begović,Ružica Kolar Šuper and Vladimir Volenec Abstract. The concept of an angle bisector of the triangle will
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1.3 Polynomials and Factoring Polynomials Constant: a number, such as 5 or 27 Variable: a letter or symbol that represents a value. Term: a constant, variable, or the product or a constant and variable.CS103B Handout 17 Winter 2007 February 26, 2007 Languages and Regular Expressions Theory of Formal Languages In the English language, we distinguish between three different identities: letter, word, sentence.
Notes and questions to aid A-level Mathematics revision Robert Bowles University College London October 4, 5 Introduction Introduction There are some students who find the first year s study at UCL and
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6.3 Factoring - Trinomials where a = 1 Objective: Factor trinomials where the coefficient of x 2 is one. Factoring with three terms, or trinomials, is the most important type of factoring to be able to
This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike License. Your use of this material constitutes acceptance of that license and the conditions of use of materials on this | 677.169 | 1 |
Freitag's MATHEMATICS FOR ELEMENTARY SCHOOL TEACHERS: A PROCESS APPROACH was developed using the five Content Standards from the NCTM Principles and Standards for School Mathematics, and the Common Core State Standards for Mathematics. Traditionally, textbooks for pre-service elementary teachers have focused on problem solving. However, problem solving is not the only process through which mathematics is learned. It is also learned through mathematical reasoning, communication, representation, and connections. Recent trends in mathematics education now advocate implementing all five processes as a vital part of learning and doing mathematics. Consequently, pre-serve teachers need to have concrete experiences with these processes that they will be required to teach.
The goal of this textbook is to treat each of the processes equitably by using an approach in which the five processes serve as the central pedagogical theme. Most of the examples, exercises, and activities are designed to either model the processes or to have students become directly engaged in working with them. By doing so, pre-service teachers will not only come to understand the different processes, but also appreciate them as an integral to learning and doing mathematics. If this broader view can be instilled in pre-service teachers, they are more likely to give their students a more well-rounded and holistic view of mathematics once they enter the classroom.
The content of the book is directly related to the mathematics that is taught in grades K – 8. The purpose is not to reteach elementary mathematics. Rather, the intent is to look at the content from a theoretical or generalized point of view, so that elementary and middle-grades teachers can better understand the concepts and processes behind the mathematics they will teach. In short, the book focuses on the "why" behind the mathematics in addition to the "how."
Features and Benefits
An OPENING PROBLEM appears on the first page of each chapter and provides an application of the upcoming content. The problems can be answered by using specific content contained within the chapter. Answers are given directly before the Chapter Review.
GETTING STARTED introduces each chapter and relates the mathematical content of the chapter to how the concepts are used in an elementary classroom.
CLASSROOM LEARNING OBJECTIVES are tables that feature specific learning outcomes from the K - 8 classroom and are adapted from the Common Core State Standards for Mathematics. Each table lists the learning objectives that are relevant to the content of the chapter and then indicates the grade level at which the objective is most likely to be taught.
DEFINITIONS and THEOREMS are clearly identified.
STUDENT PAGES from elementary textbooks provide further connections to the elementary classroom by demonstrating how concepts are often presented to elementary students.
HISTORICAL NOTES provide a context for the content by identifying historical figures or occurrences relevant to the content of the section.
CHECK YOUR UNDERSTANDING in-text quizzes provide an opportunity for students to monitor their understanding of the content through quick skill-check exercises. Answers to all items are given after the chapter review exercises.
TALK ABOUT IT questions are included in Check Your Understanding and give students the opportunity to discuss the content they have just learned. You can use these questions to start a lecture or give them to small groups of students to respond to.
ACTIVITIES provide students with an opportunity to engage the material of each subsection by solving a problem often using a hands-on manipulative. Activities in the book are designed to take up minimal classroom time usually taking only five to ten minutes. Answers to all items are given after the chapter review exercises.
The LEARNING ASSESSMENTS at the end of each section are the main opportunity for students to engage the mathematics that they are learning. They are specifically designed to help students engage in the mathematical processes and deepen their understanding of the content.
Each chapter concludes with a CHAPTER REVIEW that contains a SUMMARY OF KEY CONCEPTS, which provides an overview of the key concepts found in the chapter, and REVIEW EXERCISES that provide students another opportunity to work the different types of exercises encountered throughout the chapter.
REVIEWING THE BIG IDEAS are cross-chapters reviews that provide students with another opportunity to work with the content from previous chapters. Each review clearly identifies the major themes from three chapters, which not only synthesizes the big ideas of the content, but also shows students which content is essential to master and take away from the course.
The text also integrates relevant technology into the discussions, examples, and assessment items as appropriate. The technology icon is used to indicate when it is expected that technology will be used in a given situation, as well as when specific information on how to use the technology is given. Specific technological tools include but are not limited to calculators of various types, spreadsheets, and Geometer's SketchpadWhat's New
The FIVE MATHEMATICAL PROCESSES identified in the NCTM Principles and Standards are used as a framework for this textbook through which the content is stated, explained, demonstrated, and engaged. This "process approach" can be seen in the EXAMPLES and each process is identified by the appropriate icon think that this book would address the needs of my students better. It definitely stresses understanding over just sets of algorithms. I think it does a very nice job of setting up the relevance of each topic through the NCTM information along with the shots of elementary school books."
— Kelly JacksonTo facilitate those instructors that use a more hands-on approach to teaching, an extensive Exploration Activities manual accompanies the text. The manual about 30 – 45 minutes to complete.
Exploration Activities about 30 – 45 minutes to complete.
Meet the Author
Author Bio
Mark A. Freitag | 677.169 | 1 |
With this chart-topping Smart eBook range, you can tap the answers to the multiple-choice questions and it marks them. This well-illustrated book teaches you about the subjects listed in a quick, easy and effective way. Ideal for beginners (from 8 years) to GCSE level, students revising, and for work. Part 14 of Master Maths is from Micro Maths PRO which has many good reviews like "Very happy"
Analysis theory of any random phenomena is known as probability. Main resource for concept of probability is probability theory. Probability theory is said to be one of many most important concepts or branches of mathematicsRead this guide to uncover the mysteries of probability and learn how to apply them in your line of work, your studies and even your day-to-day activities, in order to get more things done and to fully benefit from your work.
Under a black starless sky, a troupe of ragged freaks and performers - led by the perverse and enigmatic Ringmaster - makes its way into a town disparaged by death and disease, intent on curing the sadness, suffering and infirmity of its inhabitants with Light.
"Introduction to Gambling Theory – Know the Odds!" covers applications of probability theory to coin tossing, dice and playing cards. These three forms of gambling are important to gain insight into how probability can be used to predict possible successful outcomes when gambling. Questions and answers are listed in exercises at the end of each section.
This book is presents yet unpublished developments in Intelligence Theory that will make Computer Engineering really an engineering profession. Gone will be the days of thumb rules in designing computing machines. The Intelligence Theory will be demonstrated for other fields such as education and general problem solving.Is it fate or chance that rules our lives, luck or destiny? Are our futures already written or is life, after all, just a toss of the dice, the odds landing with us or against us? Odds have played an outsized role in the life of Chancer Wylls. Events seem to sweep him along, carrying him toward ends he can scarcely imagine. | 677.169 | 1 |
THINKWELL GEOMETRY
Thinkwell geometry
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Thinkwell geometry guide you how to solve your Algebra homework and textbook problems, anytime, anywhere. The review is in the form of a problem set with the first solution containing detailed information on how to work that type of problem. This is in contrast to uses of technology to deliver instruction or for generating student feedback. Rating Systems Thinkwell geometry uses the rating systems by PEGI and ESRB. Holt Mcdougal Algebra 2 Practice Workbook Answers Texas. See our Workbooks page. LANGUAGE ARTS CLEARANCE SALE ITEMS!. Good luck with your exams. Remember, the codes for Khan are on the resources page. I'd suggest that you scale factor volume to speak to your teacher to see if you how to get answers to homework resubmit your thinkwell geometry with the proper citation and receive thinkwell geometry new grade. When parents follow the instructions, especially because I was brought up with Saxon for the first 10 years. Black Literary Arts Chair Ms. Dissertation Abstracts International, 34, 2400A. Unlike the discovery-based algebra class, the pre-algebra classes were taught in a traditional manner. The solution is here. However, Systems of Linear Equations and Inequalities, Quadratic Functions and Relations, Higher Degree Polynomials, Complex Numbers, Exponential and Logarithmic Functions, Rational Algebraic Functions, Irrational Algebraic Functions, Sequence and Series, Probability, Data Analysis, and an Introduction to Trigonometry. Thanks for visiting our website, and enjoy the rest of your stay. They student pages in this link look to be the actual book. This problem occurs if you are using version 7. We have one year left of testing over our old standards, so I am teaching primarily to them.
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3
Introduction to Linear
Programming The development of linear programming has been ranked among the most important scientific advances of the mid-20th century, and we must agree with this assessment. Its impact since just 1950 has been extraordinary. Today it is a standard tool that has saved many thousands or millions of dollars for most companies or businesses of even moderate size in the various industrialized countries of the world; and its use in other sectors of society has been spreading rapidly. A major proportion of all scientific computation on computers is devoted to the use of linear programming. Dozens of textbooks have been written about linear programming, and published articles describing important applications now number in the hundreds.
What is the nature of this remarkable tool, and what kinds of problems does it address? You will gain insight into this topic as you work through subsequent examples. However, a verbal summary may help provide perspective. Briefly, the most common type of application involves the general problem of allocating limited resources among competing activities in a best possible (i.e., optimal) way. More precisely, this problem involves selecting the level of certain activities that compete for scarce resources that are necessary to perform those activities. The choice of activity levels then dictates how much of each resource will be consumed by each activity. The variety of situations to which this description applies is diverse, indeed, ranging from the allocation of production facilities to products to the allocation of national resources to domestic needs, from portfolio selection to the selection of shipping patterns, from agricultural planning to the design of radiation therapy, and so on. However, the one common ingredient in each of these situations is the necessity for allocating resources to activities by choosing the levels of those activities. Linear programming uses a mathematical model to describe the problem of concern. The adjective linear means that all the mathematical functions in this model are required to be linear functions. The word programming does not refer here to computer programming; rather, it is essentially a synonym for planning. Thus, linear programming involves the planning of activities to obtain an optimal result, i.e., a result that reaches the specified goal best (according to the mathematical model) among all feasible alternatives. Although allocating resources to activities is the most common type of application, linear programming has numerous other important applications as well. In fact, any problem whose mathematical model fits the very general format for the linear programming model is a linear programming problem. Furthermore, a remarkably efficient solution pro-
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3.1 PROTOTYPE EXAMPLE
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cedure, called the simplex method, is available for solving linear programming problems of even enormous size. These are some of the reasons for the tremendous impact of linear programming in recent decades. Because of its great importance, we devote this and the next six chapters specifically to linear programming. After this chapter introduces the general features of linear programming, Chaps. 4 and 5 focus on the simplex method. Chapter 6 discusses the further analysis of linear programming problems after the simplex method has been initially applied. Chapter 7 presents several widely used extensions of the simplex method and introduces an interior-point algorithm that sometimes can be used to solve even larger linear programming problems than the simplex method can handle. Chapters 8 and 9 consider some special types of linear programming problems whose importance warrants individual study. You also can look forward to seeing applications of linear programming to other areas of operations research (OR) in several later chapters. We begin this...
...TOPIC – LINEAR PROGRAMMING
Linear Programming is a mathematical procedure for determining optimal allocation of scarce resources.
Requirements of Linear Programming
• all problems seek to maximize or minimize some quantity
• The presence of restrictions or constraints
• There must be alternative courses of action
• The objective and constraints in linear programming must be expressed in terms...
...Linear Programming History of linear programming goes back as far as 1940s. Main motivation for the need of linear programming goes back to the war time when they needed ways to solve many complex planning problems. The simplex method which is used to solve linear programming was developed by George B. Dantzig, in 1947. Dantzig, was one in who did a lot of work on linear programming, he was reconzied by several honours....
...causes the decrease in costs per-unit?
A: Volume discounts are a part of it, but you also have increased experience in your workforce and improved equipment (in essence, shifting variable costs to fixed costs).
Q: Why is this a problem?
A: Linear Programming does not adjust to these changes in cost. Look at the graph in Figure 1:
Figure 1: Profit versus Volume
Q: What does the curved line show?
A: Profit grows slowly when few...
...The development of linear programming has been ranked among the most important scientific advances of the mid 20th century. Its impact since the 1950's has been extraordinary. Today it is a standard tool used by some companies (around 56%) of even moderate size. Linear programming uses a mathematical model to describe the problem of concern. Linear programming involves the planning of activities to obtain an optimal result, i.e., a result that reaches...
...Linear Programming Tools and Approximation Algorithms for Combinatorial Optimization
by
David Alexander Griffith Pritchard
A thesis presented to the University of Waterloo in fulfillment of the thesis requirement for the degree of Doctor of Philosophy in Combinatorics and Optimization
Waterloo, Ontario, Canada, 2009
c David Alexander Griffith Pritchard 2009
I hereby declare that I am the sole author of this thesis. This is a true copy of the thesis, including any...
...Introduction
Linear optimization is a mathematical method for determining a way to achieve the best outcome such as maximum profit or lowest cost in a given mathematical model for some list of requirements represented as linear relationships. Linear programming is a specific case of mathematical programming
The Primary Purpose of the present investigation is to develop an interactive spreadsheet tool to aid in determining a maximum return function economy: the... | 677.169 | 1 |
Presenting an introduction to the mathematics of modern physics for advanced undergraduate and graduate students, this textbook introduces the reader to modern mathematical thinking within a physics context.
Presenting an introduction to the mathematics of modern physics for advanced undergraduate and graduate students, this textbook introduces the reader to modern mathematical thinking within a physics context. Topics covered include tensor algebra, differential geometry, topology, Lie groups and Lie algebras, distribution theory, fundamental analysis and Hilbert spaces. The book also includes exercises and proofed examples to test the students' understanding of the various concepts, as well as to extend the text's themes | 677.169 | 1 |
Fractals Activity - Koch Snowflake, Sierpinski Triangle
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PRODUCT DESCRIPTION
Great packet for the week before break aimed at Algebra 2 and Precalculus. Introduce students to fractals. Study and explore the Koch Curve and the Sierpinski Gasket using various Geometry and Algebra topics including triangles and midsegments, dilations and transformations, perimeter, area, Pascal's Triangle, sequences and series, and the concept of a limit even creeps in under the radar | 677.169 | 1 |
Description
Introduced 160 years ago as an attempt to generalize complex numbers to higher dimensions, quaternions are now recognized as one of the most important concepts in modern computer graphics. They offer a powerful way to represent rotations and compared to rotation matrices they use less memory, compose faster, and are naturally suited for efficient interpolation of rotations. Despite this, many practitioners have avoided quaternions because of the mathematics used to understand them, hoping that some day a more intuitive description will be available. The wait is over. Andrew Hanson's new book is a fresh perspective on quaternions. The first part of the book focuses on visualizing quaternions to provide the intuition necessary to use them, and includes many illustrative examples to motivate why they are important—a beautiful introduction to those wanting to explore quaternions unencumbered by their mathematical aspects. The second part covers the all-important advanced applications, including quaternion curves, surfaces, and volumes. Finally, for those wanting the full story of the mathematics behind quaternions, there is a gentle introduction to their four-dimensional nature and to Clifford Algebras, the all-encompassing framework for vectors and quaternions.
Key Features
Richly illustrated introduction for the developer, scientist, engineer, or student in computer graphics, visualization, or entertainment computing. Covers both non-mathematical and mathematical approaches to quaternions. Companion website with an assortment of quaternion utilities and sample code, data sets for the book's illustrations, and Mathematica notebooks with essential algebraic utilities.
Readership
Programmers and developers in computer graphics and the game industry, scientists and engineers working in aerospace and scientific visualization, students of game development and computer graphics, and those interested in quaternions but who have limited math background.
Details
Language:
English
Imprint:
Morgan Kaufmann
eBook ISBN:
9780080474779
Reviews
"Almost all computer graphics practitioners have a good grasp of the 3D Cartesian space. However, in many graphics applications, orientations and rotations are equally important, and the concepts and tools related to rotations are less well-known. Quaternions are the key tool for understanding and manipulating orientations and rotations, and this book does a masterful job of making quaternions accessible. It excels not only in its scholarship, but also provides enough detailed figures and examples to expose the subtleties encountered when using quaternions. This is a book our field has needed for twenty years and I'm thrilled it is finally here." —Peter Shirley, Professor, University of Utah
"This book contains all that you would want to know about quaternions, including a great many things that you don't yet realize that you want to know!" —Alyn Rockwood, Vice President, ACM SIGGRAPH
"We need to use quaternions any time we have to interpolate orientations, for animating a camera move, simulating a rollercoaster ride, indicating fluid vorticity or displaying a folded protein, and it's all too easy to do it wrong. This book presents gently but deeply the relationship between orientations in 3D and the differential geometry of the three-sphere in 4D that we all need to understand to be proficient in modern science and engineering, and especially computer graphics." —John C. Hart, Associate Professor, Department of Computer Science, University of Illinois Urbana-Champaign, and Editor-in-Chief, ACM Transactions on Graphics
"Visualizing Quaternions is a comprehensive, yet superbly readable introduction to the concepts, mechanics, geometry, and graphical applications of Hamilton's lasting contribution to the mathematical description of the real world. To write effectively on this subject, an author has to be a mathematician, physicist and computer scientist; Hanson is all three. Still, the reader
About the Authors
Andrew Hanson Author
Andrew J. Hanson is a professor of computer science at Indiana University in Bloomington, Indiana, and has taught courses in computer graphics, computer vision, programming languages, and scientific visualization. He received a BA in chemistry and physics from Harvard College and a PhD in theoretical physics from MIT. Before coming to Indiana University, he did research in theoretical physics at the Institute for Advanced Study, Cornell University, the Stanford Linear Accelerator Center, and the Lawrence-Berkeley Laboratory, and then in computer vision at the SRI Artificial Intelligence Center in Menlo Park, CA. He has published a wide variety of technical articles concerning problems in theoretical physics, machine vision, computer graphics, and scientific visualization methods. His current research interests include scientific visualization (with applications in mathematics, cosmology and astrophysics, special and general relativity, and string theory), optimal model selection, machine vision, computer graphics, perception, collaborative methods in virtual reality, and the design of interactive user interfaces for virtual reality and visualization applications.
Affiliations and Expertise
Indiana University, Bloomington, U.S.A.
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More than 300 flash cards cover calculus equations, formulas, functions, graphs, derivatives, and more, with definitions and meanings printed on the reverse side of each card. Concepts on each card's front and explanations on the reverse cover both Calculus AB and Calculus BC topics. This boxed set of 4 1/2" x 2 3/4" flash cards is designed with a punch hole in one corner of each card. The hole will accommodate a metal key-ring-style card holder enclosed with the cards. Using the holder, students can arrange the flash cards for their Q and A sessions in any sequence that suits their needs--perhaps by general topic, or alternately by leaving out cards with questions and answers that test takers already know well.
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Specifications
Country
USA
Author
David Bock
Binding
Cards
EAN
9780764194214
Edition
Flc Crds
ISBN
0764194216
Label
Barron's Educational Series
Manufacturer
Barron's Educational Series
NumberOfItems
1
NumberOfPages
309
PublicationDate
2008-02-01
Publisher
Barron's Educational Series
Studio
Barron's Educational Series
Most Helpful Customer Reviews
Although calculus is mostly thought of as a problem solving enterprise--there is a large amount of formulas and identities to remember in the AB syllabus. I would say these cards do a "good" job of covering important points--but i might have made different choices. In practice, i did, annotating the cards with important identities and equations. I think if you take this approach--you can develop a comprehesive deck pretty quickly. Cards are about 2/3 the size of standard index size, there is a binder loop enclosed, but a rubber band works better.
These flash cards are the ultimate studying enhancer for kids who react better to hands on learning. Although flash cards may seem out dated, with a subject as formula heavy as Calculus, they really help! Also, this product comes with an outline for the topics each note card section covers which makes studying extremely convenient and cuts down on the time you spend looking for the material that is needed to study!
I ordered both the AP Calculus and AP Statistics flash cards and was disappointed to find the AP Calculus cards contained no problems, only formulas. The AP Statistics cards contained both multiple choice and free response questions. I found the AP Stats questions to be a great help in preparing for the AP exam. I would not recommend the AP Calculus | 677.169 | 1 |
This monograph is intended to be a practical introduction to computers for K-12 mathematics teachers, describing and illustrating ways in which computer technology can be used in the teaching of mathematics. It is organized according to the major ways computers are used in classrooms, and includes activities with suggested lesson outlines, BASIC program listings, and a brief glossary. Chapter 1 provides an introduction to computer-enhanced mathematics, with classroom applications in two broad categories considered: (1) computer science, in which the computer is the object of instruction; and (2) instructional computing, in which the computer is used for teaching and learning. The following seven chapters focus on computer literacy; teaching BASIC programming; programming activities for developing concepts; computer methods for problem solving; drill, practice, and tutorial uses; other uses; and resources for educational computing. Programs included are designed to run on most types of microcomputers; for this reason, they do not involve graphic or other features particular to one machine. All programs were run and listed on an Apple II microcomputer, and the collection can easily be stored on a single floppy disk. (MNS) | 677.169 | 1 |
Indexed Ebook
If you download this torrent, please share the link / pdf with other students.
I saved you $150, now go save someone else a bit of coin.
~~StudentsAgainstPublishers.
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Book Description
Publication Date: January 22, 2012 | ISBN-10: 0321837533 | ISBN-13: 978-0321837530 | Edition: 9
In a Liberal Arts Math course, a common question students ask is, Why do I have to know this? A Survey of Mathematics with Applications continues to be a best-seller because it shows students how we use mathematics in our daily lives and why this is important. The Ninth Edition further emphasizes this with the addition of new Why This Is Important sections throughout the text. Real-life and up-to-date examples motivate the topics throughout, and a wide range of exercises help students to develop their problem-solving and critical thinking skills.
Angel, Abbott, and Runde present the material in a way that is clear and accessible to non-math majors. The text includes a wide variety of math topics, with contents that are flexible for use in any one- or two-semester Liberal Arts Math course.
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