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# Inserting a Fraction between Two Given Fractions Inserting a fraction between two given fractions are discussed below: If a/b and c/d are two given fractions and a/b < c/d then a/b < (a+c)/(b+d) < c/d. Example: 1. Insert a fraction between 2/3 and 5/6, given 2/3 < 5/6. Solution: Required fraction between 2/3 a...
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## How to Calculate and Solve for Gravitational Force | The Calculator Encyclopedia The image above represents the gravitational force. To compute the gravitational force of a field, three parameters are needed and this parameters are mass (m1), mass (m2) and radius between the masses (R). The formula for calculatin...
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# How to Solve Image Denoising with Total Variation Prior Using ADMM? I was looking at some articles or Wikipedia on denoising images using the Total Variation norm. The setup is the Rudin Osher Fatemi (ROF) scheme, and the corresponding equation is: $$F(u)=\int_{\Omega}|D u|+\lambda \int_{\Omega}(K u-f)^{2} d x$$ S...
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# How can Mathematica help me to find a real radical expression for roots of this polynomial?‎ The polynomial $P(x)=x^‎‏4‏‎-‎‏4‏x^‎‏2‏‎-‎‏2‏x+‎‏1$‏‎ has ‎‏4‏‎ real roots (this can be clearly checked by plotting). But solving $P(x)=‎‏0‏‎$, using Solve[x^‎‏4‏‎-‎‏4‏x^‎‏2‏‎-‎‏2‏x+‎‏1‏‎==‎‏0‏‎,x] leads to x=-‎‏1‏‎ and ‎‏3‏...
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What is 72.4 percent of 1,110? How much is 72.4 percent of 1110? Use the calculator below to calculate a percentage, either as a percentage of a number, such as 72.4% of 1110 or the percentage of 2 numbers. Change the numbers to calculate different amounts. Simply type into the input boxes and the answer will update. ...
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## Conversion formula The conversion factor from liters to quarts is 1.0566882049662, which means that 1 liter is equal to 1.0566882049662 quarts: 1 L = 1.0566882049662 qt To convert 0.8 liters into quarts we have to multiply 0.8 by the conversion factor in order to get the volume amount from liters to quarts. We ca...
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## Divide Decimals Division of Decimals The division algorithm for dividing a decimal by a whole number is similar to the division algorithm for whole numbers. An example of dividing money can be used to illustrate this. Divide \$56.34 equally among 6 individuals. How much does each person receive? Think of the \$56....
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# cl to l (Centiliters to Liters Conversion) How many l in 1 cl? - Are you a person trying to convert 1 centiliters to l? You have landed at the right place! Our tool can convert 1 cl to l at ease without any time delays! We consider the traditional calculation where 1 cl equals 0.01 l. Hence to convert it to l, to c...
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2. The object in the diagram below is on a fixed frictionless axle. It has a moment of inertia of I = 50 kg­m2. The forces acting on the object are F1 = 100 N, F2 = 200 N, and F3 = 250 N acting at different radii R1 = A 15 kg block rests on an inclined plane. The plane makes an angle of 25 o with the horizontal, and th...
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Home > Error Propagation > Propagation Of Uncertainty From Random Error # Propagation Of Uncertainty From Random Error ## Contents Please try the request again. Foothill College. If these were your data and you wanted to reduce the uncertainty, you would need to do more titrations, both to increase N and to (we hope...
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Home » Articles » HOMEWORK ASSIGNMENT » STD 5 Homework 7.1 HOMEWORK 7.1 1. 34.5 ÷ 0.05 = 2. 41.3 x 0.002 = 3. 11 – 3.7 = 4. 100 ÷ 0.5 = 5. Change 32% into fraction 6. Convert 4.6 into fraction. 7. Convert 40% into decimal 8. Express 32.25% as decimal 9. Express 4 ¼ as decimal 10. Find 25% of 1000/= 11. Find the squar...
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# elementary algebra posted by . (3b+1)^2=16 • elementary algebra - (3b+1) (3b +1) = 16 9b^2 + 3b +3b + 1 = 16 9b^2 + 6b + 1 = 16 9b^2 + 6b + 1 -16 = 16-16 9b^2 + 6b -15 = 0 3(3b^2 + 2b -5) = 0 3(b-1)(3b+5) = 0 b - 1 = 0 3b + 5 = 0 b -1+1 = 0 + 1 3b + 5 - 5 = 0-5 b = 1 3b = -5 3b/3 = -5/3 b = -5/3 b = 1, -5/...
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The Doppler Effect (a) What is the relationship between the frequency of the sound from the siren of the futuristic ambulance illustrated above and the frequency heard by an observer if both ambulance and observer are approaching each other at velocities va and vo respectively? (b) If ambulance and observer are moving...
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# Find the limit of a function • Jun 26th 2009, 07:50 PM razemsoft21 Find the limit of a function can you help me solving this question without using L'HOPITAL'S RULE Attachment 11989 • Jun 26th 2009, 08:16 PM Krizalid just put $t=x-\frac\pi4.$ • Jun 26th 2009, 10:37 PM o_O If you know anything about derivatives ... ...
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# Linear Systems as Transformations of Vectors by Matrices Let’s create a compact notation for expressing systems of linear equations like the one shown below. \begin{align*} \begin{matrix} a_{11}x_1 &+& a_{12}x_2 &+& \cdots &+& a_{1n}x_n &=& b_1 \\ a_{21}x_1 &+& a_{22}x_2 &+& \cdots &+& a_{2n}x_n &=& b_2 \\ & & & & ...
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# Kilovolt to Dekavolt Conversions From Kilovolt • Abvolt • Attovolt • Centivolt • Decivolt • Dekavolt • Exavolt • Femtovolt • Gigavolt • Hectovolt • Kilovolt • Megavolt • Microvolt • Millovolt • Nanovolt • Petavolt • Picovolt • Statvolt • Teravolt • Volt • Yoctovolt • Yottavolt • Zeptovolt • Zettavolt To Dekavolt • A...
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# A concave lens of 20 cm focal length forms an image 15 cm from the lens. Compute the object distance. Given: Focal length of concave lens, $f$ = $-$20 cm   (focal length of a concave lens is always taken negative) ​Image distance, $v$ = $-$15 cm                          (image distance is taken negative because im...
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# IMO Level 1- Mathematics Olympiad (SOF) Class 7: Questions 830 - 837 of 1022 Access detailed explanations (illustrated with images and videos) to 1022 questions. Access all new questions we will add tracking exam-pattern and syllabus changes. Unlimited Access for Unlimited Time! View Sample Explanation or View Featu...
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What's my computational basis if I want to define a unitary operator that implements a function such as $f(i) = 2^{i+1} \text{mod 21}$? I know I must define $$U_f$$, the unitary operator, on the computational basis. But what's my computational basis here? Presumably you want to work with qubits? So the usual computat...
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# Optimization problem Updated on Covid-19 In mathematics and computer science, an optimization problem is the problem of finding the best solution from all feasible solutions. Optimization problems can be divided into two categories depending on whether the variables are continuous or discrete. An optimization probl...
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# If the sum of the areas of two circles Question: If the sum of the areas of two circles with radii R1 and R2 is equal to the area of a circle of radius R, then (a) $R_{1}+R_{2}=R$ (b) $R_{1}^{2}+R_{2}^{2}=R^{2}$ (c) $R_{1}+R_{2} (d)$R_{1}^{2}+R_{2}^{2} Solution: (b) According to the given condition, Area of ci...
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 FUNDAMENTAL PRINCIPLES OF INTEGRATION - General Methods of Integration - The Calculus Primer ## The Calculus Primer (2011) ### Chapter 45. FUNDAMENTAL PRINCIPLES OF INTEGRATION 12—3. Basic Relationships. From what has already been said, it will be seen that many integrations can be performed “by inspection.” If t...
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# 8 Educational Valentines-themed Activities for Kids This year, we’re taking the day off from our regular curriculum for a day in February to have some fun with Valentine’s Day themed activities!   Here’s a bit of what I have planned so far…. I would love to hear any ideas you have to add to our list. ## 8 Valentine...
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# physics posted by . The leader in a bicycle race passes your viewing position at t=0 with a speed of 30 mph. Ten seconds later, the next racer goes by at 40 mph. Assuming their speeds are constant, where will the second cyclist catch up to the first? (Give this as a distance from your position) I understnad that b...
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# 2.4: Chelation $$\newcommand{\vecs}[1]{\overset { \scriptstyle \rightharpoonup} {\mathbf{#1}} }$$ $$\newcommand{\vecd}[1]{\overset{-\!-\!\rightharpoonup}{\vphantom{a}\smash {#1}}}$$ $$\newcommand{\id}{\mathrm{id}}$$ $$\newcommand{\Span}{\mathrm{span}}$$ ( \newcommand{\kernel}{\mathrm{null}\,}\) $$\newcommand{\ran...
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Find all School-related info fast with the new School-Specific MBA Forum It is currently 04 May 2015, 09:45 ### 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. C...
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## Which applies the power of a power rule property to simplify the expression? The power of a power rule says, when a number with an exponent is raised to another exponent, we can simplify the exponent by keeping the base and multiplying the exponents. The general form of the rule is (am)n=am·n. For example, to find ...
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This sytem is very similiar to the labby method, however I have found this method to be better. You could practice with a set of numbers playing both methods and you will see the advantages of this system. This is not only for roulette, you can use this method on blackjack, craps, baccarat, under seven and over seven,...
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TheElectricalGuy How to improve Power Factor? The Basic Principle How to improve Power Factor? The Basic Principle 1024 576 Gaurav J In this tutorial, I’ll be talking about, the very basic principle for improving power factor. Which will help you to understand how you can improve power factor. So, let’s start. If y...
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## 28. 8 numbers of bottles can be 1 point purchased for Rs. 120. How many bottles can be purchased for Rs. 150 ? *​ Question 28. 8 numbers of bottles can be 1 point purchased for Rs. 120. How many bottles can be purchased for Rs. 150 ? *​ in progress 0 1 month 2021-08-12T16:23:53+00:00 2 Answers 0 views 0 120 rupe...
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# High School Physics Lessons - Planets are Round - Practical ## Why are stars and planets round? The answer to this is related to the concepts of scale. If you haven't already read it, please look at High School Physics Lessons - Animal Sizes - Practical to see another application of this principle. To best explai...
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# Chegg Textbook Solutions for Operations Research Applications and Algorithms 4th Edition: Chapter 20.9 Chapter: Problem: • Step 1 of 35 A Laundromat has 5 washing machines. A typical machine breaks down once every 5 days. A repairman can repair a machine in an average of 2.5 days. The owner of Laundromat has option...
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# When to use L'Hospital's Rule... • Oct 31st 2007, 06:45 AM Esiuol When to use L'Hospital's Rule... I'm having some issues determining when I can and cannot use L'Hospital's Rule. Tips? Suggested approaches? • Oct 31st 2007, 07:37 AM Krizalid You can use it when you have the following typical cases: #1 Indeterminati...
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Length Contraction, Time Dilation and Lorentz Transformations A very common question is "When should I use the simple length contraction or time formulas and when do I need to use the full Lorentz transformations?" Here are some tips: Length contraction applies when you are talking about a distance that is independen...
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× Search anything: # Search element in rotated sorted array #### Algorithms Search Algorithms Open-Source Internship opportunity by OpenGenus for programmers. Apply now. In this article, we have explored how to search an element in a Rotated Sorted Array efficiently in O(logN) time with constant space O(1). 1. Un...
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First Order IVPs - Maple Help ODE Steps for First Order IVPs Overview • This help page gives a few examples of using the command ODESteps to solve first order initial value problems. • See Student[ODEs][ODESteps] for a general description of the command ODESteps and its calling sequence. Examples > $\mathrm{wit...
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# Did I integrate this correctly? The question was: $$\int 2x^2 (x^3-4)^6\ dx$$ My answer was $\dfrac{(x^3-4)^7}{7} + C$. If my answer is wrong please show me the correct method. The textbook doesn't have answers so I turn to my trusty stackexchange users. - It might be useful to you to check out this guide on math...
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# Problem 31 * Find all real numbers x, y and z which satisfy the simultaneous equations x^2 - 4y + 7 = 0, y^2 - 6z + 14 = 0, z^2 - 2x - 7 = 0. [originally posted by und on TSR] (x^2 - 2x) + (y^2 - 4y) + (z^2 - 6z) + 14 = 0 Writing: x^2 - 2x = (x - 1)^2 - 1 y^2 - 4y = (y - 2)^2 - 4 z^2 - 6z = (z - 3)^2 - 9 So: ...
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# Thread: Clairaut's Equation 1. ## Clairaut's Equation I'm starting on non-linear differential equations and there was a particular example in the book which didn't make much sense to me. It is as follows: Solve the differential equation $\left( x^{2}\; -\; 1 \right)p^{2}\; -\; 2xyp\; +\; y^{2}\; -\; 1\; =\; 0$ The...
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# 30342 (number) 30342 is an even five-digits composite number following 30341 and preceding 30343. In scientific notation, it is written as 3.0342 × 104. The sum of its digits is 12. It has a total of 4 prime factors and 16 positive divisors. There are 9,312 positive integers (up to 30342) that are relatively prime t...
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# 1)Find the sixth term of the geometric sequence for which a1=5 and r=3 A)1215 B)3645 C)9375 D)23 I chose A 2)Write an equation for the nth term of the geometric sequence -12,4,-4/3... A)aN=-12(1/3)n-1 B)aN=12(-1/3)n-1 C)aN=-12(-1/3)-n+1 D)aN=-12(-1/3)n-1 I chose C 3)Find 92,916 questions, page 329 1. ## New delhi F...
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# SOLUTION: Rewrite the equation so that y is a function of x. 1.5y = 18 - 6x 2. -19x + 9y = 8x - 9 Algebra ->  -> SOLUTION: Rewrite the equation so that y is a function of x. 1.5y = 18 - 6x 2. -19x + 9y = 8x - 9      Log On Ad: Algebrator™ solves your algebra problems and provides step-by-step explanations! Ad: Mat...
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Definitions # Parallel postulate In geometry, the parallel postulate, also called Euclid's fifth postulate since it is the fifth postulate in Euclid's Elements, is a distinctive axiom in what is now called Euclidean geometry. It states that: If a line segment intersects two straight lines forming two interior angles...
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# 9.1 Systems of linear equations: two variables  (Page 10/20) Page 10 / 20 • Card 10 / 20: an algebraic technique used to solve systems of linear equations in which the equations are added in a way that eliminates one variable, allowing the resulting equation to be solved for the remaining variable; substitution is...
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# How do you graph y>=3-x? ##### 1 Answer Feb 4, 2015 Solving linear inequalities in two variable is very easy when you can write is as $y \setminus \ge f \left(x\right)$ (or $y \setminus \le f \left(x\right)$). In these cases, in fact, the graph of $f \left(x\right)$ represents the points where $y = f \left(x\right...
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12,897,483 members (53,081 online) alternative version #### Stats 641.5K views 385 bookmarked Posted 8 May 2002 # An introduction to bitwise operators , 8 May 2002 CPOL Rate this: ## Introduction I have noticed that some people seem to have problems with bitwise operators, so I decided to write this brief tutori...
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# Eliminating Imaginary Numbers from a Denominator • Aug 31st 2006, 05:32 AM afn2 Eliminating Imaginary Numbers from a Denominator I need to eliminate the imaginary numbers from the denominator of the following equation and I have no idea where to start. 3/(s+2-2i) • Aug 31st 2006, 06:35 AM ThePerfectHacker Quote: ...
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Posted on by Kalkicode Code Pattern # Print Z pattern In this article, we will discuss how to print a Z pattern using a C program. We'll explain the problem statement, provide an explanation with suitable examples, present the algorithm and pseudocode, and finally, explain the output with time complexity of the code....
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# Understanding that multiplication and division are inverse operations In this lesson we will explore the notion of inverse operations and use our times tables knowledge to answer division questions. Quiz: # Intro quiz - Recap from previous lesson Before we start this lesson, let’s see what you can remember from t...
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# Data Classification Quiz Questions and Answers 23 PDF Download Learn data classification quiz online, business statistics test 23 for online learning, distance learning courses. Free data classification, tabulation & presentation quiz, data classification quiz questions and answers to learn statistics MCQs with answ...
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# Finding the Inverse of an Exponential Function I will go over three examples in this tutorial showing how to determine algebraically the inverse of an exponential function. But before you take a look at the worked examples, I suggest that you review the suggested steps below first in order to have a good grasp of th...
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# Estimating Quotient Math Worksheet With Answer Key Name: Estimating Quotient Determine which choice is the best estimate. A n s w e r s 1) A class collected 418 cans for recycling. If they could put 69 cans in each bag, C approximately how many bags would they need? 1. A. 2 B. 3 C. 6 D. 4 D 2. 2) An electronics stor...
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# Jacobi condition A necessary condition for optimality in problems in the calculus of variations. The Jacobi condition is a necessary condition for the second variation of a functional being minimized to be non-negative at a point where it is minimal (the vanishing of the first variation of the functional is ensured ...
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Mini #1, 15451 Fall 2012 ======================== This mini is due via *email* to your TA, by 11:59pm Tuesday Sept 4. Please use the subject line "15-451 MINI #1" in your email. Problem 0: Sign into the piazza discussion board system, using your andrew ID (so your TA can check off that you did it). Problem 1: Suppose f...
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# FINDING THE LIKELIHOOD OF AN EVENT ## About "Finding the likelihood of an event" Finding the likelihood of an event : Let us consider the two experiments given below. Each time we roll a number cube, a number from 1 to 6 lands face up. In the same way, each time we toss a coin, the face will turn up either head ...
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Main Content # Tire-Road Interaction (Magic Formula) Tire-road dynamics given by magic formula coefficients • Library: • Simscape / Driveline / Tires & Vehicles / Tire Subcomponents ## Description The Tire-Road Interaction (Magic Formula) block models the interaction between the tire tread and road pavement. The l...
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# Statistical Concepts • Probability • Binomial Probability Distribution Calculating Binomial Probabilities  Open a new Excelworksheet. 2. In cell A1 type “success” as the label 3. Under that in column A, type 0 through 10 (these will be in rows 2 through 12) 4. In cell B1, type “one fourth” 5. In cell B2, type “=...
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Please Solve RD Sharma Class 12 Chapter 4 Algebra of Matrices Exercise Very Short Asnwer Question 29 Maths Textbook Solution. Answer: $A^{n}$ is skew symmetric matrix Hint: To solve this, we must knew the basic of matrix Given: $A$ is skew symmetric and is n odd number Solution: $A^{T}=-A$ $\left ( A^{n} \right )...
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Trending • ## IBPS PO Prelims Memory Based Question 08 October 2017 1st Shift Oct 8 • Bank, IBPS PO, question bank • 1970 Views ### IBPS PO Prelims Memory Based Question 08 October 2017 1st Shift IBPS PO Quant Question Asked in 8th Oct Paper DI: • Tabular, • Pie Chart Number Series: • 9,5,6,10.5,23,? Solution:-...
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# Algebra 1 posted by on . 1. A bag contains 3 red marbles, 2 blue marbles, and 5 green marbles. What is the probability of randomly selecting a red marble then, without replacing it, randomly selecting a green marble? 2. A bag contains 5 blue marbles, 6 red marbles, and 9 green marbles. Two marbles are drawn at ran...
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### Author Topic: you say you're pretty good at numbers....hehehehe  (Read 6200 times) 0 Members and 1 Guest are viewing this topic. #### Water Bear • Guest ##### you say you're pretty good at numbers....hehehehe « on: February 06, 2004, 08:47:20 PM » I came across this formula for calculating the circular equivalen...
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The OEIS is supported by the many generous donors to the OEIS Foundation. Year-end appeal: Please make a donation to the OEIS Foundation to support ongoing development and maintenance of the OEIS. We are now in our 59th year, we have over 358,000 sequences, and we’ve crossed 10,300 citations (which often say “discove...
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## Conversion formula The conversion factor from cups to milliliters is 236.5882375, which means that 1 cup is equal to 236.5882375 milliliters: 1 cup = 236.5882375 ml To convert 25.2 cups into milliliters we have to multiply 25.2 by the conversion factor in order to get the volume amount from cups to milliliters. W...
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### Theory: In day-to-day life, we use a metre scale for measuring lengths. Metre scale We use this metre scale to measure the length of dress, wood, etc., Measuring scales are calibrated in $$cm$$ and $$mm$$ scales. Remember that the smallest length, which can be measured by metre scale, is called least count. Ge...
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🎉 Announcing Numerade's $26M Series A, led by IDG Capital!Read how Numerade will revolutionize STEM Learning KA Numerade Educator ### Problem 14 Easy Difficulty # Suppose you have just poured a cup of freshly brewed coffee with temperature$ 95^{\circ} $in a room where the temperature is$ 20^{\circ}. $(a) When do you t...
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# Chapter 3 - Adding and Subtracting Fractions - Review Exercises: 1 $\frac{6}{7}$ #### Work Step by Step $\frac{5}{7}$ + $\frac{1}{7}$ They are like fractions Step 1 add the numerators to find the numerator of the sum Step 2 Write the denominator of the like fractions as the denominator of the sum $\frac{5 +1}{7}$ ...
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# How many steps is in 100 meters? If a sprinter’s average stride length is exactly 2.0 meters, it will take exactly 50 steps to complete the 100m. ## How do I convert meters to kilograms? To convert a meter measurement to a kilometer measurement, divide the length by the conversion ratio. The length in kilometers i...
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In this post, I explain a common mistake when writing constraints of polymorphic functions in OCaml programs, then show how to correct it. ## Not-so-polymorphic constraints One of the earliest lessons of any functional programming tutorial is how to write polymorphic functions and their signatures: val id : 'a -> '...
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# Cryptography / Number Theory I'm having some trouble addressing the following two questions in a text I am going through: 1. Show that n is a prime number iff whenever a,b ∈ Zn with ab=0, we must have that a=0 or b=0. 2. Show that n is a prime number iff for every a,b,c ∈ Zn satisfying a not =0, and ab=ac, we have...
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Chapter 5.4, Problem 26E ### Elementary Geometry For College St... 7th Edition Alexander + 2 others ISBN: 9781337614085 Chapter Section ### Elementary Geometry For College St... 7th Edition Alexander + 2 others ISBN: 9781337614085 Textbook Problem # An isosceles right triangle has a hypotenuse of length 10 cm. Ho...
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+0 # Help pls Asap 0 25 1 +17 Let f(x) =  $$\left\{ \begin{array}{cl} -x + 3 & \text{if } x \le 0, \\ 2x - 5 & \text{if } x > 0. \end{array} \right.$$ How many solutions does the equation f(f(x)) = 4 have? Aug 13, 2023 #1 +121 0 Let’s consider the function f(x)=x2−3. If we want to find the solutions to the equat...
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# Answer to Puzzle #32: Two Creepers Climbing a Tree 32. Two creepers, one jasmine and other rose, are both climbing up and round a cylindrical tree trunk. Jasmine twists clockwise and rose anticlockwise, both start at the same point on the ground. Before they reach the first branch of the tree the jasmine had made 5 ...
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# What is scale and its types? ## What is scale and its types? Introduction: There are 4 types of scales, based on the extent to which scale values have the arithmetic properties of true numbers. The arithmetic proper- ties are order, equal intervals, and a true zero point. From the least to the most mathematical, th...
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# What is NCH PPD? The Nursing care hours (NCH) / Patient-day (PPD) can be achieved in the following manner: The Second step in solving NCH/PPD is to divide the total nursing hours worked calculated in step 1 with the midnight patient census. Consequently, how do you calculate PPD? Add the total number of direct car...
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# Matrix equation solver Looking for Matrix equation solver? Look no further! We can solve math word problems. ## The Best Matrix equation solver This Matrix equation solver helps to quickly and easily solve any math problems. distance = sqrt((x2-x1)^2 + (y2-y1)^2) When using the distance formula, you are trying to ...
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Past Year - 5 Mark Questions Class 10 Chapter 12 Class 10 - Electricity ## (iii) Energy consumed when it is lighted for 2½ hours. (a) Power is the amount of electric energy  consumed in a circuit per unit time. Power, P = VI Where, • V is the potential difference. • I is the electric current. SI unit of power i...
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Graphs | Skilled.dev Learn # Graphs ## Course launching November 17, 2020 Users who sign up for the email list will receive an exclusive 75% discount at launch. Your subscription could not be saved. Please try again. Your subscription was successful! 🤓 Graphs are a non-linear data structure of nodes connected b...
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Q: Melissa launches a rocket from a 3-meter-tall platform. The height, h, of the rocket, in meters, can be modeled by the given graph.Melissa knows that h(1) = 23 meters and h(a) = 34.25 meters.What is a reasonable estimate of the average rate of change of the height of the rocket, in meters per second, between a and ...
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## College Algebra (10th Edition) domain: $(-\infty, 0) \cup (0, +\infty)$ RECALL: The logarithmic function $f(x) = \log_a{x}$ is defined only when $x \gt 0$. Thus, its domain is $x \gt 0$. This means that the function $f(x) = \log_2{(x^2)}$ is defined only when $x^2 \gt 0$. Note that the value of $x^2$ will always be...
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# Popcorn Pandemonium My afternoon grade 9 applied class (as a group) is very outspoken, loud, and restless (maybe it’s because it’s the afternoon and they have been sitting at desks all day). They have been a challenge to keep on task. So….I  am trying to find opportunities for them to be outspoken, loud, and restl...
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#### What is 92.8 percent of 499? How much is 92.8 percent of 499? Use the calculator below to calculate a percentage, either as a percentage of a number, such as 92.8% of 499 or the percentage of 2 numbers. Change the numbers to calculate different amounts. Simply type into the input boxes and the answer will update....
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# Solutions to Homework 6 Statistics 302 Professor Larget Save this PDF as: Size: px Start display at page: ## Transcription 2 5.36 (Graded for Accurateness) Commuting TImes in St. Louis A bootstrap distribution of mean commute times (in minutes) based on a sample of 500 St. Louis workers stored in CommuteStLouis i...
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# Unit Fraction In mathematics, when we divide a complete part into some equal parts then each part shows the fraction of whole part. Like pizza, pizza is a circular in shape, if we divide it in 8 equal parts then each part is the fraction of whole part. Fractions are written in the form of ratio of two numbers. The ...
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# Biggest possible sum of multiples Firstly, as for me it's not clearly why for first number from the second array we should use only three first items from the first array, and for each other numbers from the second array we use anyone numbers from the first array. However, we can represent this two arrays as a bipa...
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## Epic Systems Interview Question for Developer Program Engineers • 0 Country: United States Comment hidden because of low score. Click to expand. 2 of 2 vote Yes. 20*2 -6*8+9 = 1 So take N = 20x + 6y + 9z then for any sufficiently large N (such that y> 8) => N+ 1 = 20x+6y+9z + 1 and we know 20*2-6*8+9=1 => N+1 =...
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# Lesson 12. Variable Coefficients 1 Overview ```SM286A – Mathematics for Economics Asst. Prof. Nelson Uhan Fall 2015 Lesson 12. Variable Coefficients 1 Overview ● General first-order linear differential equation: dy + u(t)y = w(t) dt ● Past lesson: solve for y(t) when u(t) = a and w(t) = b are constants ● What happen...
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Check GMAT Club Decision Tracker for the Latest School Decision Releases https://gmatclub.com/AppTrack It is currently 26 May 2017, 05:32 ### 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 Dail...
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### Investigating the Torricelli point of a triangle题号:143 难度: 65 中英对照 Let ABC be a triangle with all interior angles being less than 120 degrees. Let X be any point inside the triangle and let XA = p, XC = q, and XB = r. Fermat challenged Torricelli to find the position of X such that p + q + r was minimised. Torri...
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# Polynomials: K(cubed) - 30K- 18 - 4K(squared) by 3+K #### BabyBlue ##### New member I need help with another one: K (cubed)- 0K (squared)- 30K- 18-4K(squared)- 0K by 3+K I hope I added in the zeros correctly It was originally: K cubed- 30K-18-4K squared by 3+K Hope I am not being a bug, Amy :?: #### Mrspi ##### ...
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How to expand this generating function I am new to generating functions / power series and I am struggling with expanding following generating function: $$F(x)=\frac{(x^2-x^{10})(1-x^{10})^3}{(1-x)^4}$$ I tried to pattern my solution on that answer and expand generating function in the same way, so i rewrote $F(x)$ as...
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# how do you solve 5x-6/4+3>12 rcmath | High School Teacher | (Level 1) Associate Educator Posted on ***Being clear is really important when writing this type of question. I'm unsure if the problem is (5x-6)/(4+3)>12, 5x-(6/4)+3>12, or (5x-6)/4 + 3>12. ***The above solution is correct if your problem was the first ...
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# Question 84027 Mar 30, 2017 $32 {x}^{2} - 1$ #### Explanation: Let $\theta = {\cos}^{\text{-} 1} \left(4 x\right)$ cos(2cos^("-"1)(4x)=cos(2theta)# Use the double-angle formula $\cos \left(2 \alpha\right) = 2 {\cos}^{2} \alpha - 1$ $\cos \left(2 \theta\right) = 2 {\cos}^{2} \theta - 1$ $\theta$ is some angle th...
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It is currently 17 Dec 2017, 15:15 ### GMAT Club Daily Prep #### Thank you for using the timer - this advanced tool can estimate your performance and suggest more practice questions. We have subscribed you to Daily Prep Questions via email. Customized for You we will pick new questions that match your level based o...
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# 6.5 Conic Exponential Optimization¶ The structure of a typical conic optimization problem is $\begin{split}\begin{array}{lccccl} \mbox{minimize} & & & c^T x+c^f & & \\ \mbox{subject to} & l^c & \leq & A x & \leq & u^c, \\ & l^x & \leq & x & \leq & u^x, \\ & & & Fx+g & \in & \D, \end{array}\end{split}$ (see Sec. 12...
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# How to prove that $n\sum_{d\mid n}\frac{|\mu(d)|}{d}=\sum_{d^2\mid n}\mu(d)\sigma\left(\frac{n}{d^2}\right)$? This is problem 11 part b in chapter 3 of Tom M. Apostol's "Introduction to Analytic Number Theory". A variation on Euler's totient function is defined as $$\varphi_1(n) = n \sum_{d \mid n} \frac{|\mu(d)|}{d...
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# Subtract the sum of -368 and 245 from -211. Updated On: 26-4-2021 This browser does not support the video element. Step by step solution by experts to help you in doubt clearance & scoring excellent marks in exams. Text Solution -88 Transcript Time Transcript 00:00 - 00:59 hello questions and 245 from - 211 - ...
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# Legendre symbol • May 15th 2011, 07:29 AM joi Legendre symbol Can't figure out why -(7/3)=-(4/3) Anyone can make it simple for me. • May 15th 2011, 07:42 AM tonio Quote: Originally Posted by joi Can't figure out why -(7/3)=-(4/3) Anyone can make it simple for me. \$\displaystyle \binom{7}{3}=\binom{1}{3}=1\,,\,\,\...
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# CHAPTER 1: HEATING AND EXPANSION OF GASES ENTROPY¶ ## Example 1.1 Page 1¶ In [2]: #initialisation of variable from math import pi,sqrt,acos,asin,atan,cos,sin,tan p1=280#lb/in^2 v=2#ft^3 p2=20#lb/in^2 v2=18.03#ft^3 #calculation W=144*(p1*v-p2*v2)/(1.2-1)#ft/lb #result print"The volume and work done during the expa...
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# Build a Spelling Checker Posted on Apr 7, 2021 A friend suggested this book called “Elements of Programming Interviews in Python” to me. Interviews have always been a weak spot for me, and I am not particularly bright when it comes to hardcore coding assignments. So I took this book as an opportunity to improve mys...
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# Math what are irrational numbers? 1. 👍 0 2. 👎 0 3. 👁 44 1. Irrational numbers are numbers that cannot be written as a fraction. E.g. sqrt(2) cannot be a fraction p/q: sqrt(2) = p/q ---> p^2/q^2 = 2 ---> p^2 = 2 q^2 Factor both sides in prime factors. The number p has a certain number of factors, p^2 has doub...
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