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## Conversion formula
The conversion factor from centimeters to decimeters is 0.1, which means that 1 centimeter is equal to 0.1 decimeters:
1 cm = 0.1 dm
To convert 49 centimeters into decimeters we have to multiply 49 by the conversion factor in order to get the length amount from centimeters to decimeters. We can... | HuggingFaceTB/finemath | |
It is currently 24 Jun 2017, 22:26
### GMAT Club Daily Prep
#### Thank you for using the timer - this advanced tool can estimate your performance and suggest more practice questions. We have subscribed you to Daily Prep Questions via email.
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#### 4.6
Geometry and measurement. The student applies mathematical process standards to analyze geometric attributes in order to develop generalizations about their properties. The student is expected to:
(A) identify points, lines, line segments, rays, angles, and perpendicular and parallel lines;
(B) identify a... | HuggingFaceTB/finemath | |
# Operations with integers
## The sum of integers
As the integers have $$+$$ or $$-$$ before, when we operate with them we will write these numbers in brackets in order to not confuse them with $$+$$ and $$-$$ while adding up and subtracting.
For example, if we want to add $$+5$$ and $$-6$$ we will write: $$(+5)+(-6... | HuggingFaceTB/finemath | |
# How to do a one-sided hypothesis test for two sample means
## Description
If we have two samples, $x_1, \ldots , x_n$ and $x’_1, \ldots , x’_n$, and we compute the mean of each one, we might want to ask whether one mean is less than the other. Or more precisely, is their difference significantly less than zero?
##... | HuggingFaceTB/finemath | |
Calculating the mean - MathBootCamps
## Calculating the mean
The mean is a way of measuring the center of a data set. That is, it is a way of trying to describe the typical data value. For symmetric data sets, it does a good job of this. But, for skewed data sets or data sets with outliers it can be a bit misleadin... | HuggingFaceTB/finemath | |
# 36221 (number)
36,221 (thirty-six thousand two hundred twenty-one) is an odd five-digits composite number following 36220 and preceding 36222. In scientific notation, it is written as 3.6221 × 104. The sum of its digits is 14. It has a total of 2 prime factors and 4 positive divisors. There are 34,944 positive integ... | HuggingFaceTB/finemath | |
# The maximum number of induced cycles in a simple directed graph
Is the maximum number of induced circuits in a simple directed graph known?
I tried the family of graphs suggested by David and the number of induced cycles is seems to be exactly
$3^{n/3} + \frac{n}{3}$
*tested up to n=51 (for each n multiple of 3).... | HuggingFaceTB/finemath | |
This notebook was put together by [Jake Vanderplas](http://www.vanderplas.com) for PyCon 2015. Source and license info is on [GitHub](https://github.com/jakevdp/sklearn_pycon2015/).
Dimensionality Reduction: Principal Component Analysis in-depth¶
Here we'll explore Principal Component Analysis, which is an extremely ... | HuggingFaceTB/finemath | |
## Mock Tech Numerical
Discuss PMP doubts, tips and lesson learned. iZenBridge makes PMP® Certification easy
komal
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### Mock Tech Numerical
Your project has a budget at completion as \$80,000. You want to find out that performance of your project is going ok. You... | HuggingFaceTB/finemath | |
23.pdf - Supply/Demand/Revenue/Cost/Profit 1 Given S(q = 0.75q and D(q = 60 – 0.75q a Find the Equilibrium Point(40,30 b Graph the Supply and Demand
# 23.pdf - Supply/Demand/Revenue/Cost/Profit 1 Given S(q =...
• 2
• 100% (1) 1 out of 1 people found this document helpful
This preview shows page 1 - 2 out of 2 pages.... | HuggingFaceTB/finemath | |
Trivia
Subject:
Response To:
Larry Barrett
I also have trouble with setting up the Bayesian solution, but this is how I approached this problem.
Let A be the event of drawing two white balls from bag C, and let B be the event that the first ball drawn is a white ball.
So we want to compute P(A|B).
Bayes theorem says ... | HuggingFaceTB/finemath | |
# Talk:Palindromic gapful numbers
## Nice Recursive Solution/Definition
If I let f1 = 0..1..9 and f2 = 0..11..99 then f3 is xyx where x is 0..1..9 and y is f1. In general fn is (xn-1+x)+10*fn-2. For all palindromic numbers x=0 is invalid for outermost pair. Not a problem for this task as you will wish to choose x to ... | HuggingFaceTB/finemath | |
# Computing the Conditional Probability of an Event
• 1.
An algebra class has both juniors and seniors in it, 51% are juniors. On a recent test, 64% of all students scored an A. In the class, 22% are juniors who scored an A. Looking at a random student, what is the probability they scored an A, given that they are a ... | HuggingFaceTB/finemath | |
Overview of Chapter Six
Overview of Chapter Six. Laplace transforms are widely used in engineering, particularly electrical engineering. Using Laplace transforms to find formulas for solutions frequently involves tedious algebra. This aspect of Laplace transforms will disappear.
More Induction Examples
More Inductio... | HuggingFaceTB/finemath | |
# Graphing Square Root Functions
How to graph square root functions on a coordinate plane: their shapes, examples, and their solutions.
## Graph: y = √x
This is the graph of y = √x.
It starts from (0, 0).
And the graph
[increases] to the [right]
smoother and smoother.
## Graph: y = √a(x - h) + k
This is the grap... | HuggingFaceTB/finemath | |
# Ampere's Circuital Law and it Applications || Magnetic Effects of Current Class 12
Do you know about the Ampere's Circuital Law, well it is a current distribution that helps us to calculate the magnetic field, And yes, Biot-Savart's law does the same but Ampere’s law uses the case high symmetry. We will first unders... | open-web-math/open-web-math | |
Ben Green, and I have just uploaded to the arXiv our paper “An arithmetic regularity lemma, an associated counting lemma, and applications“, submitted (a little behind schedule) to the 70th birthday conference proceedings for Endre Szemerédi. In this paper we describe the general-degree version of the arithmetic regula... | open-web-math/open-web-math | |
# How to extend Euler's identity regarding partition on the unit disk?
Theorem (Euler) $$:$$ For $$|x|<1$$ we have
$$\prod\limits_{m=1}^{\infty} \frac {1} {1-x^m} = \sum\limits_{n=0}^{\infty} p(n) x^n,$$ where $$p(n)$$ denotes the number of partitions of $$n$$ for $$n \geq 1$$ and $$p(0)=1.$$
In my book the above id... | open-web-math/open-web-math | |
• # question_answer If (m3 - 3) x2 + 3mx + 3m +1=0 has roots which are reciprocal of each other, then the value of m can be A) 4 B) 1 C) 2 D) None of these
Idea Here, ax2 + bx + c = 0 has roots $\alpha$ and... | HuggingFaceTB/finemath | |
# Bivariate Normal Distribution, contour ellipse containing given % samples?
1. Jun 23, 2012
### codiloo
Given a bivariate gaussian distribution,
I'm attempting to find the probability p for which
the ellipse of all points (x,y) for which P(X = x, Y= y) = p contains
a given % of the samples drawn from the distributi... | HuggingFaceTB/finemath | |
## Conversion formula
The conversion factor from feet to kilometers is 0.0003048, which means that 1 foot is equal to 0.0003048 kilometers:
1 ft = 0.0003048 km
To convert 171 feet into kilometers we have to multiply 171 by the conversion factor in order to get the length amount from feet to kilometers. We can also f... | HuggingFaceTB/finemath | |
# If `x=5-2sqrt6` , find the value of `sqrt(x)+1/sqrt(x)` .
llltkl | Student
`x=5-2sqrt(6)` (given)
`=3+2-2sqrt(6)`
`=(sqrt(3))^2+(sqrt(2))^2` `-2*sqrt(3)*sqrt(2)`
`=(sqrt(3)-sqrt(2))^2` ` `
Therefore, `sqrt(x)+(1)/sqrt(x) = sqrt(3)-sqrt(2) + (1)/(sqrt(3)-sqrt(2))`
Rationalizing the second term by multiplyin... | HuggingFaceTB/finemath | |
# Question
Given an array containing n distinct numbers taken from 0, 1, 2, ..., n, find the one that is missing from the array.
Example 1:
Input: [3,0,1]
Output: 2
Example 2:
Input: [9,6,4,2,3,5,7,0,1]
Output: 8
Note:
Your algorithm should run in linear runtime complexity. Could you implement it using only co... | HuggingFaceTB/finemath | |
Thursday, September 28, 2023
HomePythonNumpy Array Operations in Python
# Numpy Array Operations in Python
Numpy arrays are an amazing instrument to deal with and analyze numerical information in Python. Within the final article, we mentioned other ways to create a numpy array. On this article, we are going to talk a... | HuggingFaceTB/finemath | |
ree asked in Science & MathematicsMathematics · 2 years ago
Prove that G divides AC into two equal segments, if CA is paralel to ED?
Relevance
• Pope
Lv 7
2 years ago
This is going to be somewhat abbreviated. First prove these similarity statements:
∆EHF ~ ∆AGF
∆DHF ~ ∆CGF
Therefore, CG/DH = AG/EH = GF/HF
∆BHE ~... | HuggingFaceTB/finemath | |
# Q:
Two cars start from rest at a red stop light. When the light turns green, both cars accelerate forward. The blue car accelerates uniformly at a rate of 5.7 m/s2 for 3.2 seconds. It then continues at a constant speed for 8.8 seconds, before applying the brakes such that the car’s speed decreases uniformly coming t... | HuggingFaceTB/finemath | |
Finding the remainder when a large number is divided by 13
Let a number $x = 135792468135792468$. Find the remainder when $x$ is divided by $13$.
Is it possible to use Fermat's little theorem on this? I notice that the number is also repeating after $8$.
Would really appreciate any help, thanks!
• "$135792468$ $135... | HuggingFaceTB/finemath | |
Assignment #2
by
Megan Dickerson
What happens to as 'a' is varied?
Look at this equation with several values of 'a' on the same graph.
All of these equations graphed share a commom point. That point is (0,2). When a=0, y=x+2 is a line with slope= 1 and y-intercept=2. The point (0,2) is where all 6 of the graphs pa... | HuggingFaceTB/finemath | |
# Help with revision - area integrals
I came across this question on a past paper and would appreciate some help. It is too hard for me at the minute.
The problem -
The volume of a body whose surface is formed on the underside
by the paraboloid z = x2 + y2 and bounded on top by the cone
z = 3-2(x2 +y2)
(a) Explain ... | HuggingFaceTB/finemath | |
# What is 22 Centimeters in Inches?
To convert 22 centimeters to inches, multiply the centimeter value by 0.393704 This is a more precise conversion than using a ruler for line length and adding up all lengths together. You can also use an equation with 1.18 as an extra step because it takes into account that there ar... | HuggingFaceTB/finemath | |
# How to Find the Perimeter of a Right Triangle ••• ferlistockphoto/iStock/Getty Images
The perimeter of a shape is the length around the outside of that shape. Because a triangle's outside is composed of three lines, you can find its perimeter by adding the lengths of these lines. If you know only the lengths of two ... | HuggingFaceTB/finemath | |
2. At high temperature hydrogen sulphites (H2S) gas given off by a volcano is oxidized by air to sulphur dioxide (SO2). Sulphur dioxide reacts with water to form acid rain. How many molecules are there in 0.25 moles of SO2?
Difficulty: Medium
Verified By ClassNotes
Problem solving strategy:
Remember that CH4 is a mol... | HuggingFaceTB/finemath | |
# A sequence of n job candidates is prepared to interview for a job. We would like to hire the best
## Question:
A sequence of n job candidates is prepared to interview for a job. We would like to hire the best candidate, but we have no information to distinguish the candidates before we interview them. We assume tha... | HuggingFaceTB/finemath | |
Thursday, November 23, 2006
April's scribe
APRIL'S SCRIBE POST
for november 22/06
Yesterday in class we did an Equivalents assignment on a big piece of graph paper. We had to place the following values below on a numberline with a group.
In my group (Me, April P. Josh and Jesse.) we converted the values into percen... | HuggingFaceTB/finemath | |
# Deriving axis/angle rotation from two pairs of three points (or, two pairs of two vectors)
Please note that although it sounds similar, this is not the common "how to rotate one vector onto another" question.
I would like to derive an affine transform (either in matrix or a quaternion+vector form) from two sets of ... | HuggingFaceTB/finemath | |
# Search by Topic
#### Resources tagged with STEM - physical world similar to Food Chains:
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### Does This Sound about Right?
##### Stage: 3 Challenge Level:
Examine these estimates. Do the... | HuggingFaceTB/finemath | |
SECOND GRADE > 2.NBT.7 TEACHER GUIDE
## TEACHER GUIDE TO CLARIFICATION
###### 2.NBT.7
Place Value Strategies: composing and decomposing using concrete models and drawings
2.NBT.7 Add and subtract within 1000, using concrete models or drawings and strategies based on place value, properties of operations, and/or the... | HuggingFaceTB/finemath | |
# Derivative of mod cosx | Mod cosx Derivative
The derivative of the mod cosx is equal to (- sinx cosx)/|cosx|. Here let us learn how to differentiate mod cosx, that is, how to find d/dx(|cosx|).
The derivative formula of mod cosx is given as follows.
$\boxed{\dfrac{d}{dx}(|\cos x|)=\dfrac{-\sin x \cos x}{|\cos x|}}... | HuggingFaceTB/finemath | |
# 2.3: Use a Problem Solving Strategy
• • OpenStax
• OpenStax
$$\newcommand{\vecs}{\overset { \rightharpoonup} {\mathbf{#1}} }$$ $$\newcommand{\vecd}{\overset{-\!-\!\rightharpoonup}{\vphantom{a}\smash {#1}}}$$$$\newcommand{\id}{\mathrm{id}}$$ $$\newcommand{\Span}{\mathrm{span}}$$ $$\newcommand{\kernel}{\mathrm{null}\,... | HuggingFaceTB/finemath | |
# How to Find Rational Zeros of Polynomials ••• Hemera Technologies/AbleStock.com/Getty Images
Rational zeros of a polynomial are numbers that, when plugged into the polynomial expression, will return a zero for a result. Rational zeros are also called rational roots and x-intercepts, and are the places on a graph whe... | HuggingFaceTB/finemath | |
# Barkhausen stability criterion
Block diagram of a feedback oscillator circuit to which the Barkhausen criterion applies. It consists of an amplifying element A whose output vo is fed back into its input vf through a feedback network β(jω).
To find the loop gain, the feedback loop is considered broken at some point a... | HuggingFaceTB/finemath | |
# Thread: last question i promise- another antiderivative
1. ## last question i promise- another antiderivative
Find f. f '(x) = √x(9 + 5x)
f(1) = 11
f =
thats what I got, and obviously its wrong.. what am I doing wrong here?
2. Hello, rsanford!
$\displaystyle f'(x) \:= \:\sqrt{x}\,(9 + 5x),\quad f(1) \,=\,11$
Fi... | HuggingFaceTB/finemath | |
## Conversion formula
The conversion factor from feet per second to kilometers per hour is 1.0972799999991, which means that 1 foot per second is equal to 1.0972799999991 kilometers per hour:
1 ft/s = 1.0972799999991 km/h
To convert 646 feet per second into kilometers per hour we have to multiply 646 by the conversi... | HuggingFaceTB/finemath | |
# Chapter 14 - Fluids. -Archimedes, On Floating Bodies. David J. Starling Penn State Hazleton PHYS 213. Chapter 14 - Fluids. Objectives (Ch 14)
Save this PDF as:
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Start display at page:
Download "Chapter 14 - Fluids. -Archimedes, On Floating Bodies. David J. Starling Penn State Hazleton PHYS 213. Chapter 14 ... | HuggingFaceTB/finemath | |
Solutions by everydaycalculation.com
## Compare 4/2 and 5/7
1st number: 2 0/2, 2nd number: 5/7
4/2 is greater than 5/7
#### Steps for comparing fractions
1. Find the least common denominator or LCM of the two denominators:
LCM of 2 and 7 is 14
Next, find the equivalent fraction of both fractional numbers with den... | HuggingFaceTB/finemath | |
# Unbanked and banked curves
1. Sep 24, 2006
### mikefitz
A car can negotiate an unbanked curve safely at a certain maximum speed when the coefficient of static friction between the tires and the ground is 0.84. at what angle should the same curve be banked for the car to negotiate the curve safely at the same maxim... | HuggingFaceTB/finemath | |
Home » Exercises » Apostol - Calculus 1
# Category: Apostol – Calculus 1
Solutions to Calculus Problems
# Find a vector valued function satisfying given properties
If and are fixed vectors and is a vector valued function with
find if and .
We have
# Prove the zero derivative theorem for vector valued functions
... | HuggingFaceTB/finemath | |
Interactive1:40
Scholastic
#### Study Jams! Measure Length
For Students 2nd - 5th Standards
Mia's pet lizard has grown a lot since he was a baby and she needs help measuring his length now that he's an adult. After choosing the best tool for the job, RJ goes step by step through the measurement process, modeling how ... | HuggingFaceTB/finemath | |
When working with calculations with Excel Pivot Tables, you need to be aware of the Order of Operations so that you will not get confused about how it arrived at the final output.
Throughout the entire journey from basic to advanced mathematics, one certain rule has always stuck with us. This rule is commonly known a... | HuggingFaceTB/finemath | |
# New Numerical-examples Elasticity
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• Module3/Lesson2
1
Applied Elasticity for Engineers T.G.Sitharam & L.GovindaRaju
3.2.4 NUMERICAL EXAMPLES
Example 3.1
A sheet of metal is deformed uniformly in its own plane that the str... | HuggingFaceTB/finemath | |
## How To Find Area Of A Cut Off Pallelgram Cut off part of PSTricks parallelogram if TeX - LaTeX
Hi Daniel, I let r = D/2 be the radius of the circle and drew a diagram. I am going to find the area of the part of the circle that remains after you cut off the yellow piece as the sum of the area of the triangle QRP and ... | HuggingFaceTB/finemath | |
## Thinking Mathematically (6th Edition)
{-$\frac{1}{5}$}
2(4 - 3x) = 2(2x + 5) Step 1 : Use distributive property 2.4- 2.(3x) = 2.(2x) + 2.5 simplify 8 - 6x = 4x +10 Step 2 : Collect variable terms on one side and constants on the other side. subtract 4x from both the sides 8 - 6x - 4x = 4x + 10 -4x Simplify 8 - 10x ... | HuggingFaceTB/finemath | |
It is currently 22 Jun 2017, 12:14
### GMAT Club Daily Prep
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# The management committee of a residential colony decided to award some of its members (say x) for honesty,some (say y) for helping others and some others (say z) for supervising the workers to keep the colony neat and clean . The sum of all the awardees is 12. Three times the sum of awardees for coo... | HuggingFaceTB/finemath | |
Explore BrainMass
# Diverse algebra quetions
Not what you're looking for? Search our solutions OR ask your own Custom question.
This content was COPIED from BrainMass.com - View the original, and get the already-completed solution here!
Could I please get step-by-step solutions to these problems to help me understa... | HuggingFaceTB/finemath | |
# Double-Angle Formulas
Formulaes for finding the solution for double-angle trigonometric equations:
\begin{align} \sin 2\alpha &=2\sin \alpha\cos \alpha= \frac{2\tan \alpha }{1 + \tan^{2} \alpha} \\ \\ \cos 2\alpha &=\cos^{2} \alpha -\sin^{2} \alpha= \frac{1-\tan^{2} \alpha }{1 + \tan^{2} \alpha} \\ \\ \tan 2\alpha ... | HuggingFaceTB/finemath | |
Welcome to the About The Number 144 page, where we delve into the fascinating world of this unique number. As a perfect square and an abundant number, 144 holds a special place in mathematics, science, and history. Join us as we explore its properties, its significance in various fields, and its impact on our daily liv... | HuggingFaceTB/finemath | |
Q. 5
# Solve for x and y:3x - 5y - 19 = 0, - 7x + 3y + 1 = 0.
Rearranging the equations, we have
3x – 5y = 19 (1)
- 7x + 3y = - 1 (2)
To solve these equations, we need to make one of the variables (in both the equations) have same coefficient.
Lets multiply (1) by 7 and (2) by 3, so that variable x in both ... | HuggingFaceTB/finemath | |
# If I3 denotes identity matrix of order 3 × 3,
Question:
If $I_{3}$ denotes identity matrix of order $3 \times 3$, write the value of its determinant.
Solution:
In an identity matrix, all the diagonal elements are 1 and rest of the elements are 0.
Here,
$I_{3}=\mid \begin{array}{lll}1 & 0 & 0\end{array}$
$\begin... | HuggingFaceTB/finemath | |
# Is there a neat way to see that $C_3$ is not a quotient of $S_n$?
Well, we know all normal subgroups of $S_n$, including the interesting case $n=4$. Using this one can conclude that the cyclic group of order 3 is not a quotient of $S_n$. Is there are more direct way to see this?
$C_3$ is simple, so if there were a ... | HuggingFaceTB/finemath | |
Article | Open | Published:
# Minimal memory for details in real life events
## Abstract
The extent to which the details of past experiences are retained or forgotten remains controversial. Some studies suggest massive storage while others describe memories as fallible summary recreations of original events. The dis... | open-web-math/open-web-math | |
# Area of a solid generated by revolving a region about an axis.
Find the volume of the solid generated by revolving the region bounded by y = x2, y = 2-x2, and x = 0 about the y-axis.
I'm taking Calc I and this question was on a test I took yesterday. A couple things about it didn't make much sense, which suggests t... | HuggingFaceTB/finemath | |
for a given wave if the frequency doubles the wavelength
For a Given Wave, if the Frequency Doubles, the Wavelength
Introduction:
In the field of physics, waves are a fundamental concept that play a key role in understanding the behavior of various phenomena. Waves can be characterized by their frequency and waveleng... | HuggingFaceTB/finemath | |
# Differences
This shows you the differences between two versions of the page.
sav08:partial_congruences [2008/04/23 07:50]vkuncak sav08:partial_congruences [2015/04/21 17:30] (current) Both sides previous revision Previous revision 2008/04/26 17:42 damien 2008/04/23 07:50 vkuncak 2008/04/23 07:50 vkuncak 2008/04/23... | HuggingFaceTB/finemath | |
# Fibonacci Targets and Retracements
## The Fibonacci Sequence – A Formula For Natural Growth And Decay
In 1202, Fibonacci published his seminal work Liber Abaci (Book of the Abacus), which introduced Hindu-Arabic numerals and concepts, which set mathematics free from the abacus. This was the birth of modern mathemat... | HuggingFaceTB/finemath | |
# Pressure volume diagram
The PV diagram models the relationship between pressure (P) and volume (V) for an ideal gas. An ideal gas is one that never condenses regardless of the various changes its state variables (pressure, volume, temperature) undergo. [1] In addition, the processes plotted on PV diagrams only work ... | HuggingFaceTB/finemath | |
# Acid/Base Basics
There are three major classifications of substances known as acids or bases. The Arrhenius definition states that an acid produces H+ in solution and a base produces OH-. This theory was developed by Svante Arrhenius in 1883. Later, two more sophisticated and general theories were proposed. These ar... | open-web-math/open-web-math | |
# Ratio Tables
Click on the image at right to get the lesson app with instructor notes. Or you can install right from here by clicking the logo below: In this lesson, students will learn about equivalent ratios, rates, and unit rates. They will use equivalent ratios to fill in missing numbers in tables and how to mult... | HuggingFaceTB/finemath | |
# If the area of a square is 625 areas,then it's perimeter is
2
by afshanaparveen
## Answers
• Brainly User
2016-02-14T16:14:48+05:30
### This Is a Certified Answer
Certified answers contain reliable, trustworthy information vouched for by a hand-picked team of experts. Brainly has millions of high quality answers... | HuggingFaceTB/finemath | |
## Wednesday, November 21, 2012
### Lesson Plan -- Homemade Pi
When I was teaching high school math, I would often take my classes to the computer lab so the students could use Excel (or an open source alternative) to apply some of the concepts they were covering. Here's an example that would be appropriate for 8th g... | HuggingFaceTB/finemath | |
## Global group laws and equivariant bordism rings.(English)Zbl 07583002
D. Quillen [Bull. Am. Math. Soc. 75, 1293–1298 (1969; Zbl 0199.26705)] proved that the formal group law associated to the complex orientation of complex bordism $$MU$$ is the universal one. In particular, the complex bordism ring is isomorphic to... | open-web-math/open-web-math | |
# How to geometrically show that there are $3$ $D_4$ subgroups in $S_4$?
As shown in this note, the symmetry group $S_4$ for a cube has $3$ subgroups that are isomorphic to $D_4$, the dihedral group of order $2 \times 4 = 8$. How to geometrically illustrate this fact? Specifically, where are the squares embedded in th... | HuggingFaceTB/finemath | |
# 10th Maths Assignment Answers TN SCERT
Whatsapp 8778711260
10th Maths Assignment Answers. 10th Standard TN SCERT Assignment Answers, 10th Maths Unit 1 TN SCERT Answer key 2021. 10th Standard All Subject TN SCERT Assignment Unit 1 Answers. TN SCERT Announced 1st to 12th All Subject Assignment Worksheets for Unit 1. ... | HuggingFaceTB/finemath | |
Section 10.3
# Section 10.3 - Section 10.3 7:42 PM WebAssign Section...
This preview shows pages 1–3. Sign up to view the full content.
12/9/08 7:42 PM Section 10.3 Page 1 of 3 http://www.webassign.net/[email protected]/[email protected] Section 10.3 (Homework) MICKLES BRANDON L MA 242, section 008, Fall 2008 Instru... | HuggingFaceTB/finemath | |
# Total Revenue Function Example
How to be more columns: it is not refundable and evaluate costs fixed cost? This relationship holds true for all linear demand equations. This website uses cookies to improve your experience. How to calculate marginal cost function to find level! And total revenue function example illu... | HuggingFaceTB/finemath | |
ôô
# What Are Equations? What are equations? How are they related to the algebraic building blocks we’ve been learning about? And what exactly do equations mean? Math Dude has the answers!
By
Jason Marshall, PhD
Episode #152
Now that we’ve learned about the meaning of algebra, the variables we use in algebra, and th... | HuggingFaceTB/finemath | |
+0
# what values for Θ (0 < Θ < 2 pi) satisfy the equation? cos Θ- tan Θ = 0
0
3639
2
what values for Θ (0 < Θ < 2 pi) satisfy the equation? cos Θ- tan Θ = 0
Apr 25, 2015
#2
+33586
+5
You could also solve this algebraically as follows. Knowing that tan θ = sinθ/cosθ we can write:
cosθ - sinθ/cosθ = 0
Multiply ... | HuggingFaceTB/finemath | |
# yintercept
1. ### Finding Polynomial with 2 Roots and a Y-Intercept
Ok, my calculus teacher is a lunatic and is testing us on every concept we've ever learned in the history of math. How do I do this?? Find the g(x) using a polynomial of least degree. y-int is 16 and roots are -2 and 4 and it's not a quadratic it l... | HuggingFaceTB/finemath | |
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### IRR calculation in Excel can be done using three different formulae - IRR, XIRR and MIRR. In this post we will be discussing syntax and specific use of each formula.
If you want to understand the basic of IRR calculation in general, you must see this post NVP & IRR ? Key Metrics of a Feasibility Analy... | HuggingFaceTB/finemath | |
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Home Blog Dirac delta function
Dirac delta function
# Dirac delta function
Probability density function Schematic representation of the Dirac delta function for x0 = ... | HuggingFaceTB/finemath | |
Metamath Proof Explorer < Previous Next > Nearby theorems Mirrors > Home > MPE Home > Th. List > mulgnngsum Structured version Visualization version GIF version
Theorem mulgnngsum 18285
Description: Group multiple (exponentiation) operation at a positive integer expressed by a group sum. (Contributed by... | HuggingFaceTB/finemath | |
# How can one quantify on a function in ZFC?
I have read that $ZFC$ and first-order logic could formalize all the mathematics, but I do not manage to conceive that. First, let me show what my understanding of $ZFC$ is.
I have read that $ZFC$ was a L-theory where L is the language formed with no functions, no constants... | open-web-math/open-web-math | |
# Simplify
• Nov 3rd 2012, 08:52 PM
ilikemath
Simplify
I can't seem to get the right answer for this question and was wondering if i could get some help?
x2-4/x-3 X 12-4x/x+2
• Nov 3rd 2012, 09:01 PM
MarkFL
Re: Simplify
Without bracketing symbols, I am making an educated guess you are given to simplify:
$\frac{x^2-4... | HuggingFaceTB/finemath | |
# Balls (don't know what else to call it)
• Apr 17th 2010, 02:59 AM
surjective
Balls (don't know what else to call it)
Hello all,
I am looking at a supspace $W$ of $C[0,1]$. Given $\delta>0$ i put:
$g(x)=\delta\sum_{n=1}^{\infty}\frac{1}{n+1}x^{n}$ , $\hspace{0,5cm} x\in[0,\frac{1}{2}]$
I would like to show that $g... | HuggingFaceTB/finemath | |
Blog
# GMAT Impact: How to Minimize Careless Errors
With regard to the GMAT, raw intellectual horsepower helps, but it is not everything. In this blog series, Manhattan Prep’s Stacey Koprince teaches you how to perform at your best on test day by using some common sense.
Remember those times when you were sure you g... | HuggingFaceTB/finemath | |
Search a number
BaseRepresentation
bin111001001111
312000200
4321033
5104123
624543
713452
oct7117
95020
103663
112830
122153
13188a
141499
151143
hexe4f
3663 has 12 divisors (see below), whose sum is σ = 5928. Its totient is φ = 2160.
The previous prime is 3659. The next prime is 3671.
It can be divided in two part... | HuggingFaceTB/finemath | |
Question
# Question 2 The polynomial p(x)=x4–2x3+3x2–ax+3a–7 when divided by x + 1 leaves the remainder 19. Find the value of a. Also , find the remainder when p(x) is divided by x + 2.
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Solution
## Given, p(x)=x4–2x3+3x2–ax+3a–7 When we divide p(x) by x+1, then we get the remainder as p(- 1). P(−1)=(−1)4... | HuggingFaceTB/finemath | |
# PE1_Module 01 [Level 2, Qtr 2_Wk 1]
## Quiz by Lilibeth Pulido
### Our brand new solo games combine with your quiz, on the same screen
Correct quiz answers unlock more play!
4 questions
• Q1
If 𝑦 varies directly as 𝑥 and 𝑦=15 when 𝑥=5, what is 𝑥 when 𝑦=2?
$x=\frac\left\{75\right\}\left\{2\right\}$
$x=\fr... | HuggingFaceTB/finemath | |
0
# What is -7 x -11 plus 22?
Wiki User
2010-02-26 19:04:21
Well, a negative times a negative is the same thing as a positive times a positive, so you can basically turn the equation into:
7 x 11 + 22
7 x 11 = 77
77 +22 = 99
So, -7 x -11 + 22 = 99
Hope this helped. :]
Wiki User
2010-02-26 19:04:21
Study guid... | HuggingFaceTB/finemath | |
Suppose there are two different spanning trees for a simple graph. Must they have an edge in common?
My instinct is yes, but I don't know how to formalize it into a proof. I still haven't wrapped my head around spanning trees yet. Any thoughts are appreciated!
• Given a connected graph, suppose you make a new tree by... | HuggingFaceTB/finemath | |
Algebra
Insert five arithmetic means between 7 and 17.
1. 👍 0
2. 👎 0
3. 👁 40
1. so you have 7 terms with a=7 and
a + 6d = 17
7 + 6d = 17
d = 10/6 = 5/3
form the missing terms,
e.g term(2) = 7 + 5/3 = 26/3
term(3) = 26/3 + 5/3 = 31/3
etc
1. 👍 0
2. 👎 0
Similar Questions
1. PRE-CALCULUS
INSERT THE SEVEN ARITHM... | HuggingFaceTB/finemath | |
# The Three Stooges
```Physics Challenge for
Teachers and Students
Boris Korsunsky, Column Editor
Weston High School, Weston, MA 02493
[email protected]
Solution to March 2010 Challenge
w The Three Stooges
Two small spheres are attached to the ends of a long light nonconducting rod. A third, “middle” sphere can slide ... | HuggingFaceTB/finemath | |
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# Number is Palindrome or Not in C
Last Updated on May 31, 202... | HuggingFaceTB/finemath | |
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# wikiHow to Use Distributive Property to Solve an Equation
The distributive property is a rule in mathematics to help simplify an equation with parentheses. You learned early that you perform the operations inside parentheses first, but with algebraic expressions, that isn’t always possible. The distrib... | HuggingFaceTB/finemath | |
# Amortized Loan Image: Moneybestpal.com
### The term "amortized loan" refers to a loan with predetermined, regular payments that are applied to both the principal and the interest. The amount of each payment depends on the loan amount, the interest rate, and the loan duration.
#### How Amortized Loans Work
An amort... | HuggingFaceTB/finemath | |
# Buoyancy Why Do Ships Float
May 2nd, 2015
Studypool Tutor
Price: \$10 USD
Tutor description
Problem-How do ships float even though they are so heavy? What is buoyancy? Buoyancy is the upward force caused by a fluid such as water. What is Archimedes Principle? The buoyant force is equal to the weight of the displac... | HuggingFaceTB/finemath | |
# The main property of fractions.
Speaking of math, one can not forget fraction.Their study paid a lot of attention and time.Think how many examples you had to solve in order to learn certain rules of work with fractions as you remember and apply the basic property of fractions.How many nerves were spent to find a com... | HuggingFaceTB/finemath | |
Once you’ve answered the problem, you may be asked about the efficiency of your implementation. Often, you have to compare trade-offs between your implementation and another possible solution and identify the conditions that make each option more favorable. Common questions focus on memory or space usage, especially wh... | HuggingFaceTB/finemath | |
# The length of the common chord of the circles $$\rm x^2 +y^2 +2x+3y+1=0$$ and $$\rm x^2 +y^2 +4x + 3y+2=0$$ is:
This question was previously asked in
Official Sr. Teacher Gr II NON-TSP MATHEMATICS (Held on :29 Oct 2018)
View all RPSC 2nd Grade Papers >
1. $$\dfrac{9}{2}$$
2. $$2\sqrt{2}$$
3. $$3\sqrt{2}$$
4. $$\dfra... | HuggingFaceTB/finemath |
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