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0 What are the common multiples of 7 14 and 21? Updated: 12/8/2022 Wiki User 6y ago The common multiples of 7, 14, and 21 are the infinite set of multiples of their least common multiple, which is 42. So the common multiplesof 7, 14, and 21 are 42, 84, 126, 168, and so on. Any multiple of 42. Wiki User 6y ago E...
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Sample Aptitude Questions of NIIT-Technologies Views:58499 1. A number X is 150 more than a second number, Y. If the sum of X and Y is 5 times Y, what is the value of Y ? 1. 50 2. 40 3. 80 4. 60 5. 70 X = 150 + Y X + Y = 5Y 150 + 2Y = 5Y 150 = 3Y => Y = 50 2. A square field has an area of 50625 m2. Find the cost of ...
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# How to Find Distance in GeoGebra It is easy to find distances between points, lines and planes in `GeoGebra`. The only thing that requires a little extra work is to find the distance between a line and a plane. To find this distance you need to find a point on the line, and insert this point in the instructions belo...
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# How many 1-inch chlorine tablets are needed for a 10ft pool? Hey there pool owners! Are you tired of the constant struggle to keep your pool water clean and crystal clear? Frustrated with spending endless hours trying to figure out the right amount of chlorine tablets to use? Well, fret not! In this article, we’re g...
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## Python Lab Tutorials: Lab 2 1. Consider the relationship Using Sympy, find and . Evaluate , , and at . Then, using Matplotlib, plot the relationships , , and for the domain by first finding the y-values using a “for” loop and a list. Label your plot and plot legend appropriately. 2. Consider the sequence whose ter...
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# Precal posted by . How do you find the 6th root of -i? ## Similar Questions 2/the 6th root of 81 the answer gave an answer of "2 3rd root of 3/3" sorry i didn't type the root signs, i dunno how. can you show me how to work this? 2. ### PreCal Let g(x)=2x+6 if k(g(x))=4x+12/3-the square root of 2x-5. Find the for...
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# Search by Topic #### Resources tagged with Pinboard/geoboard similar to Board Block Challenge: Filter by: Content type: Stage: Challenge level: ### There are 19 results Broad Topics > Mathematics Tools > Pinboard/geoboard ### Board Block Challenge ##### Stage: 2 Challenge Level: Choose the size of your pegboar...
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# Euler Characteristic of Platonic Solids Exploration Objective: Compute the Euler characteristic for Platonic solids. In 1750, the Swiss mathematician Leonhard Euler noticed a remarkable formula involving the number of faces F, edges E, and vertices V of a polyhedron. It is now called the Euler characteristic, and i...
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# 13.8: Tube Parameters $$\newcommand{\vecs}[1]{\overset { \scriptstyle \rightharpoonup} {\mathbf{#1}} }$$ $$\newcommand{\vecd}[1]{\overset{-\!-\!\rightharpoonup}{\vphantom{a}\smash {#1}}}$$ $$\newcommand{\id}{\mathrm{id}}$$ $$\newcommand{\Span}{\mathrm{span}}$$ ( \newcommand{\kernel}{\mathrm{null}\,}\) $$\newcomma...
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# Possible relation for Euler's Totient Using Schramm's result (2008): $$\varphi(n)=\sum_{k=1}^n{\gcd(k,n)\cos\left(\frac{-2\pi k}{n}\right)}$$ Let the partial sum of this series be represented by: $$\varphi(m,n)=\sum_{k=1}^m{\gcd(k,n)\cos\left(\frac{-2\pi k}{n}\right)}\qquad1\leq m\leq n$$ I came across this relati...
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Home > CAAC > Chapter 8 > Lesson 8.1.3 > Problem8-30 8-30. Examine the two equations below. Where do they intersect? Homework Help ✎ y = 4x − 3 y = 9x − 13 One strategy is to set the equations equal to each other to solve for x. 4x − 3 = 9x − 13 10 = 5x 2 = x Now substitute x back into one of the original equatio...
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# Remove a specific element from array Let's write an algorithm to remove a specific element from the array. #### Input Array : {1, 20, 5, 78, 30} Element : 78 #### Output Array : {1, 20, 5, 30} #### Input Array : {1, 20, 5, 78, 30} Element : 100 #### Output Element Not Found ## Algorithm 1. Find the given...
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Education Technology # Activities • ##### Subject Area • Math: Algebra II: Logarithms and Exponentials 9-12 75 Minutes • ##### Device • TI-Nspire™ CX/CX II • TI-Nspire™ CX CAS/CX II CAS • TI-Nspire™ Navigator™ • TI-Nspire™ • TI-Nspire™ CAS • ##### Software TI-Nspire™ TI-Nspire™ CAS 3.2 • ##### Other Materials ...
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### Problem asked by Daniel Phulbani Evaluate $\int x(x^4 + 4x^2 + 4)^{3/2} \;dx$ $\int x(x^4 + 4x^2 + 4)^{3/2} \;dx$ $= \int x((x^2 + 2)^2)^{3/2} \;dx$ $= \int x(x^2 + 2)^3 \;dx$ Substitute $u = x^2 + 2$ and $du = 2x \;dx$ to get $\int x(x^2 + 2)^3 \;dx$ $= \frac{1}{2} \int (x^2 + 2)^3 2x\;dx$ $= \frac{1}{2} \...
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##### In the given figure, RQ is a tangent to the circle with center O. If SQ = 6 cm and QR = 4 cm, then OR is equal to As SQ is diameter and OQ is radius in the given circle, 2OQ = SQ [As 2 × radius) = diameter] 2OQ = 6 cm OQ = 3 cm Now, QR is tangent OQ QR In right - angled OQR, By Pythagoras Theorem, [i.e. ...
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# Solving Separable Ordinary Differential Equations (ODEs) Hello. This is a short guide on solving separable ordinary differential equations (ODEs). It is assumed that the reader knows derivatives and integrals from calculus well. A differential equation is an equation which contains derivatives. There are many types...
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هل من الممكن ترجمة هذا المحتوى لي؟؟ 53 views نسر الفرات‎ Mar 23, 2013, 4:04:53 AM3/23/13 3.4 PRESSURE 3.4a Fluid Pressure and Hydrostatic Head Pressure is the ratio of a force to the area. Accordingly, pressure units are force units divided by area units (e.g., N/m`, dynes/cm2, and lbf/in.2 or psi). The SI pressur...
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# Chapter 12 – Forces & Motion. 12.1 - Forces Force – a push or a pull that one body exerts on another body. * these boys are pulling on the rope and therefore. ## Presentation on theme: "Chapter 12 – Forces & Motion. 12.1 - Forces Force – a push or a pull that one body exerts on another body. * these boys are pulling...
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# Has any research been done on the topic of "fact-based" versus "rule-based" understanding? Consider the following piece of reasoning: $$x+3 = 5$$ $$x=5-3$$ Based on my own experience back in school, and helping people with their math homework, as well as in talking to other people about math education, it seems th...
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 proving the formula of the critical speed of a ball mill • Quick Search: The choice of aggregate industry We provide all kinds of crushing machines including stationary crusher and mobile crusher proving the formula of the critical speed of a ball mill • Ball Mill Critical Speed - Mineral Processing Metallurgy A...
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# How do you simplify (v^3)^8? Apr 19, 2018 ${v}^{24}$ #### Explanation: Given: ${\left({v}^{3}\right)}^{8}$ Use the property that ${\left({a}^{b}\right)}^{c} = {a}^{b c}$ Therefore, we get: $= {v}^{3 \cdot 8}$ $= {v}^{24}$
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16038 16,038 is an even composite number composed of three prime numbers multiplied together. What does the number 16038 look like? This visualization shows the relationship between its 3 prime factors (large circles) and 28 divisors. 16038 is an even composite number. It is composed of three distinct prime numbers...
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# Heating plant Workers dump imported coke at heating plant. On the first day used half of the amount, the second day three quarters the rest and on the third day left 120 tons. How much coke they dump at heating plant? Result x =  960 t #### Solution: x-1/2 x - 3/4 * (x-1/2 x) = 120 0.5x = 480 x = 960 Calcula...
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 Formula of Speed, Distance and Time & Questions for Practice # Speed, Distance and Time - Concept, Formulas & Questions ## Speed, Distance and Time - Sub Topics • Introduction & Concept • Speed • Formula of Speed • Average Speed • Formula of Average Speed • Time • Formula of Time • Distance • Formula of Distance •...
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Home > Error Bound > Taylor Maximum Error # Taylor Maximum Error ## Contents solution Practice B03 Solution video by PatrickJMT Close Practice B03 like? 6 Practice B04 Determine an upper bound on the error for a 4th degree Maclaurin polynomial of $$f(x)=\cos(x)$$ at $$\cos(0.1)$$. That maximum value is . Sign in 9 3...
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Browse Questions # In the following cases,find the distance of each of the given points from the corresponding given plane (a)Point(0,0,0),Plane $3x-4y+12z-3=0$ This question has multiple parts. Therefore each part has been answered as a separate question on Clay6.com $\begin{array}{1 1} \large\frac{3}{13} \\ 1 \\ \...
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# Calculating the Surface Area of a Parallelogram The parallelogram has its parallel opposite sides that are the same length. The sum of its angles is equal to 360°. The degrees of each opposite angles are the same. The formula to determine the surface area is quite easy, since it's just base times height. If you did...
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# Thread: Vector Functions 1. ## Vector Functions Question 1: Two particles travel along the space curves r1(t)=<t, t2, t3>, r2(t)=<1+2t, 1+6t, 1+14t> Do the particles collide? Do their paths intersect? I know how to find out how the particles collide, just set the corresponding components of both vectors equal to o...
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# Thread: Integrate sinx - 2cosx 1. ## Integrate sinx - 2cosx I am trying to use substitution on this indefinite integral. Here is what I have so far: $\int sinx - 2cosx dx$ let u = -cosx du/dx = sinx du = sinx dx - so I am left with: $\int 2u du$ $= [u^2]$ sub back in $- cos^2 x$ Where am I going wrong? A...
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# Error of relativistic kinetic energy I have recently begun working on the special relativity theory. I have then made the taylor series for the gamma factor to show that we get the classic formula for kinetic energy: $$E _ { k i n } = m c ^ { 2 } \left( 1 + \frac { 1 } { 2 } x ^ { 2 } + \frac { 3 } { 8 } x ^ { 4 } ...
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# Help with composite functions Watch Announcements #1 I have worked out what ff(1) and ff(2) to be but can't see how this would help me with working out f(f(f(x))) at the values x=1 and x=2. Is there some sort of pattern that I'm missing when finding out what f(3) is to be? Thanks 0 1 year ago #2 (Original post by...
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# How do you solve 3k^2 + 72k = 33k by factoring? Mar 19, 2018 $x = 0 \mathmr{and} c = - 13$ #### Explanation: $3 {k}^{2} + 72 k = 33 k$ $3 {k}^{2} + 39 k = 0$ $3 x \left(x + 13\right) = 0$ $\setminus \therefore x = 0 \mathmr{and} c = - 13$
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# Mathematical Science MCQ Quiz - Objective Question with Answer for Mathematical Science - Download Free PDF Last updated on Nov 24, 2023 ## Latest Mathematical Science MCQ Objective Questions #### Mathematical Science Question 1: Consider the polynomial f(x) = x3 - 2 over Q, the field of rational numbers. Which o...
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# Ohms law x; Calculating ohms law with ease. 지난달 image credit The German physicist George ohms was the one that discovered the relationship between voltage, current, and resistance on an electric circuit. That was a very long time ago. He deduced that when temperature is constant, the current flowing through a fixe...
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# 31530 (number) 31530 is an even five-digits composite number following 31529 and preceding 31531. In scientific notation, it is written as 3.153 × 104. The sum of its digits is 12. It has a total of 4 prime factors and 16 positive divisors. There are 8,400 positive integers (up to 31530) that are relatively prime to...
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# $f(z) = \frac{1}{z^2-2z+2}$ - $|f^{n}(0)| \leq n!$ - Cauchy inequality [closed] Let the function $f(z) = \frac{1}{z^2-2z+2}$. Show that for each integer $n \geq 0$, we have $|f^{n}(0)| \leq n!$. Honnestly, I don't know how to do that problem, maybe in using the Cauchy inequality (complex analysis). Is anyone could...
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1. ## test for convergence test for convergence: sigma from n=1 to infinitie of [1-(1/squarerootn)]^n 2. screams comparison test to me. think famous limits. however im pretty rubbish at analysis. 3. Originally Posted by twilightstr test for convergence: $\sum_{n=1}^{\infty} \left(1- \frac{1}{\sqrt{n}} \right)^n$ ap...
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# Nonlinear Optimal Control #### Note: this is still a work in progress! The ControlSystem type is an interesting system because, unlike other system types, it cannot be numerically solved on its own. Instead, it must be transformed into another system before solving. Standard methods such as the "direct method", "mu...
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# Afterschool Spm Add Maths Trial p12 2013 Embed Size (px) Citation preview • 8/11/2019 Afterschool Spm Add Maths Trial p12 2013 1/13 59SOALAN ULANGJI SPM 2013 !"#"\$"%"#\$%&'(') *)+(' (\$),)-.%".../) 0+%123#\$/,4 Analysis[3472/1][3472/2] !" #"\$%&'\$(\$)* , \$(\$)* - -../ -..0 -..1 -..2 -.,. -.,, -.,- -../...
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Unique cells in a binary matrix Last Updated : 12 Dec, 2022 Given a matrix of size n × m consisting of 0’s and 1’s. We need to find the number of unique cells with value 1 such that the corresponding entire row and the entire column do not have another 1. Return the number of unique cells. Examples: ```Input : mat...
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0 # Is 8.016 less than 8.16 Updated: 9/18/2023 Wiki User 12y ago It is not man god you kids need heilp Wiki User 12y ago Earn +20 pts Q: Is 8.016 less than 8.16 Submit Still have questions? Related questions Nope. 816. ### Is point 816 less than 0.5? Without knowing the context of &quot;point 816,&quot; it ...
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# First Digit Greater Less Comparison (Numbers 10-99) Subject Resource Type Product Rating File Type PDF (Acrobat) Document File Be sure that you have an application to open this file type before downloading and/or purchasing. 4 MB|27 pages Share Product Description First Digit (Greater/Less) Comparison: Level 2 (D...
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The EzyEducation website uses cookies to help ensure we give you the best experience. If you continue without changing your settings, we assume that you are happy to receive all cookies on the EzyEducation website. Please refer to our Privacy and Cookies Statement to Continue Please email [email protected] or call 07...
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Technology # How to Find the Radius of a Circle ## Using the Diameter to Find the Radius The diameter of a circle is the distance across the circle passing through its center. To find the radius of a circle using the diameter, we need to remember a simple formula: This formula states that the radius of a circle is ...
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# 2D noise from Red Blob Games 1 Sep 2013 These are some quick & dirty experiments I did with 2D noise. The main article describes 1D noise but the same principles apply here. This page is rough, and originally was only for me; I haven’t polished it like most of my articles, but decided to share it anyway. If you j...
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# Mgmt 650 fall 2017 week 2 homework MGMT 650 Fall 2017 Week 2 Homework (Last updated 7/3 /2017) 1. Basic Excel Operation: Create an Excel spreadsheet that can be used to calculate your grade in this class. The spreadsheet should include the weights of each graded assignment, your grade in each assignment, and your...
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# Multiplication and Division Pick 'n' Mix 2 Purpose In this unit we look at a range of strategies for solving multiplication and division problems with whole numbers and decimal fractions, with a view to students anticipating from the structure of a problem which strategies might be best suited. This unit builds on ...
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If you're seeing this message, it means we're having trouble loading external resources on our website. If you're behind a web filter, please make sure that the domains *.kastatic.org and *.kasandbox.org are unblocked. ### Course: Algebra 2 (FL B.E.S.T.)>Unit 9 Lesson 8: Compound interest # Solved example: compound...
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### Present Remotely Send the link below via email or IM • Invited audience members will follow you as you navigate and present • People invited to a presentation do not need a Prezi account • This link expires 10 minutes after you close the presentation Do you really want to delete this prezi? Neither you, nor the...
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# Regression Analysis Methods in Data Science On the eve of the launch of the course “Mathematics for Data Science. Advanced Course » We held an open webinar on the topic “Methods of Regression Analysis in Data Science”. On it we got acquainted with the concept of linear regressions, studied where and how they can be ...
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## “Numerical Fluency” vs. Memorizing “Number Facts” By Mathnasium | July 30, 2018 We want to introduce the importance of “numerical fluency” and learning basic “number facts.” Picture this scenario. A teacher asks a classroom, “If you spend 70 cents, 80 cents, and 90 cents, how much did you spend altogether?” The ...
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The Math Forum || Annie's Sketchpad Activites || Printable Version (No Java) An example of animation, middle school math, and tables! In this activity, we'll construct a demonstration sketch which could be used by middle (and high) school students to investigate the properties of quadrilaterals. In doing so, we'll le...
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#### Need solution for RD Sharma Maths Class 12 Chapter 18 Indefinite Integrals Excercise 18.6 Question 2 $-\frac{3}{8} \cos (2 x+1)+\frac{1}{24} \cos (6 x+3)+C$ Hint: Use:  $\sin 3 x=-4 \sin ^{3} x+3 \sin x$ Given: Let   $I=\int \sin ^{3}(2 x+1) d x$ Solution: $I=\int \sin ^{3}(2 x+1) d x$ The above stated formula...
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# How is light speed constant and in all directions ? 1. Jul 24, 2013 ### B4ssHunter this is my first post so please go easy on me : D My question basically is : how does time dilation work if you are moving towards a source of light ? if i am moving with a speed , 150 km/s and there is a light beam moving in the...
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# Connectedness, Products of Finite Topologies I will show that for all $i\in I$ (finite), $X_{i}$ is connected implies that $\prod_{i\in I} X_{i}$ is connected. I have already shown that $X_{1}$ and $X_{2}$ are connected. Now I am supposed to use the mathematical induction, but I am not sure how to do. How can we ...
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{[ promptMessage ]} Bookmark it {[ promptMessage ]} briefnts11_regrs # briefnts11_regrs - Brief Notes#11 Linear Regression(a... This preview shows pages 1–3. Sign up to view the full content. Brief Notes #11 Linear Regression (a) Simple Linear Regression Model: Y = β 0 + β 1 g(X) + ε , with ε ~ (0, σ 2 ) Y = β 0 ...
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# Solve equation by factoring solver There are also many YouTube videos that can show you how to Solve equation by factoring solver. We can solve math word problems. ## Solving equation by factoring solver Do you need help with your math homework? Are you struggling to understand concepts how to Solve equation by fa...
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[Solved] There are n kids with candies. You are given an integer array candies, where each candies[i] represents the number of candies the ith kid has, and an integer extraCandies, denoting the number of extra candies that you have. Question There are `n` kids with candies. You are given an integer array `candies`, w...
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# Convert 25.7 CM to Inches ## How many inches are in a cm? Do you wish to convert 25.7 cm to a number in inches? first, you should determine how many inches one cm represents. Here’s what I can give you a direct indication that one cm is equal to 0.3937 inches. ## What is centimeter? The centimeter unit is a base...
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# One small step for error detection Author: Michael Mernagh Casting out the nines Before the dawn of adding machines ushered in the modern era of computers, statisticians (and accountants) needed to be able to add up figures with both speed and accuracy (though they usually added them down from the top of the page!...
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# What is sqrt(11^2)? $\sqrt{{11}^{2}} = \sqrt{11 \cdot 11} = 11$
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# Super Challenging Trigo question • Apr 21st 2009, 06:51 PM acc100jt Super Challenging Trigo question Suppose $0\leq\alpha<\beta<\gamma<2\pi$ and $cos\alpha+cos\beta+cos\gamma=sin\alpha+sin\beta+si n\gamma=0$, find the value of $(\beta-\alpha)$ • Apr 21st 2009, 10:47 PM Hello acc100jt Quote: Originally Posted by acc...
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# Experiment 7 ~ Conservation of Linear Momentum Size: px Start display at page: Transcription 1 Experiment 7 ~ Conservation of Linear Momentum Purpose: The purpose of this experiment is to reproduce a simple experiment demonstrating the Conservation of Linear Momentum. Theory: The momentum p of an object is the pro...
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# Cost price of an article is 1050₹. What would be the selling price of an article, if the gain is 5% ? Given : Cost Price  $= Rs. 1050$ Gain $% = 5%$ To find : We have to find the selling price. Solution : $SP = CP + Gain$ $Gain = \frac{5}{100} \times 1050$ $=\frac{1}{2} \times 105$ $= Rs. 52.5$ $ S...
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# 1998 IMO Shortlist Problems/A3 (diff) ← Older revision | Latest revision (diff) | Newer revision → (diff) Let $x,y,z$ be positive real numbers such that $xyz=1$. Prove that $\frac{x^3}{(1+y)(1+z)}+\frac{y^3}{(1+x)(1+z)}+\frac{z^3}{(1+x)(1+y)}\geq\frac{3}{4}$ ## Solution1 Using Titu's Lemma, we rewrite the equatio...
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Home > English > Class 11 > Maths > Chapter > Straight Lines > The point (4,1) undergoes the ... Updated On: 27-06-2022 Get Answer to any question, just click a photo and upload the photo and get the answer completely free, (4,3) (3,4) (1,4) ((7)/(2),(7)/(2)) Solution : Let the reflection of A(4,1) in y=...
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# Why is the extension $k(x,\sqrt{1-x^2})/k$ purely transcendental? Consider the function field $k(x,\sqrt{1-x^2})$ of the circle over an algebraically closed field $k$. Is $k(x,\sqrt{1-x^2})$ a purely transcendental extension over $k$? I'm curious because I was reading the answer here. The proof shows $k(x+\sqrt{1-x...
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# Data Distributions Reviewed and revised 26 August 2015 SUMMARY • Data can be described by different distributions, which has implications for how the data is analysed using statistical methods • Data transformation can be performed to allow different types of statistical tests to be used • Important distributions ...
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0 # Is 1 over 2 and 5 over 12 equivalent to each other? Updated: 9/21/2023 Wiki User 11y ago No Wiki User 11y ago Study guides 20 cards ## A number a power of a variable or a product of the two is a monomial while a polynomial is the of monomials ➡️ See all cards 3.81 3024 Reviews Earn +20 pts Q: Is 1 over 2...
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# Catalyst Modelling • AAMAIK #### AAMAIK I have little knowledge of MATLAB. I am trying to model the concentration profile along the photocatalyst film thickness in a photoreactor. Mass Transport takes place by diffusion and the rate of generation of component is given by rA. Boundary conditions: Concentration of t...
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Maths Class 10 Chapter 12 Areas Related to Circles # Maths Class 10 Chapter 12 Areas Related to Circles Important Concepts and Formulas 1.      The Greek letter Ï€ is defined as the ratio of the circumference to the diameter. Circumference = Ï€ × diameter = Ï€ × 2r   (where r is the radius of the circle) = 2Ï€r 2....
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Select Page Php Definition\ *Relational and partial are just constants*$\mathcal{P}}$ of the function. [**B**]{}*We extend partial of $(K,P)$ to $(K’,P’);$ recall from Definition $equiv-def$ we have $W_P^\mathcal{b}=\mathrm{int}_K W_L_{k\infty}$ and so we have in the definition of $W_P$: $$W_{b,P}(J,-\mathbb{E}_+(\t^+...
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# 1002 in Roman Numerals 1002 in Roman Numerals is MII. This article on the roman numerals of 1002 shows how the number is expanded based on the place value and the usage of English letters to indicate each digit. The steps to write the roman numerals are explained using an easy to understand language so that scoring ...
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### If log4=0.6021 find log4^1/3? If log4=0.6021 find log4^1/3? To get notifications when anyone posts a new answer to this question, Please don't post or ask to join a "Group" or "Whatsapp Group" as a comment. It will be deleted. To join or start a group, please click here isaaq 1 month ago Since log a^b = b loga,...
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## angular speed A student sits on a rotating stool holding two 7.00 kg objects. When his arms are extended horizontally, the objects are 0.80 m from the axis of rotation, and he rotates with an angular speed of 0.74 rad/s. The moment of inertia of the student plus stool is 6.60 kg·m2 and is assumed to be constant. Th...
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6x =-42 6x =-42, x = -42/6; x = -7 Question Updated 7/31/2014 9:48:07 AM Edited by andrewpallarca [7/31/2014 9:48:05 AM] s Rating Questions asked by the same visitor Solve. 3(x – 2) + 5x = 18 Weegy: simply share the multiplier. 6(5x+2) = 30x+12, then transpose 30x=-12 x= -0.4 the answer is -0.4. User: 6 – 4x = 4(3 – x...
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# If cot theta= -sqrt{3} text{and} sec theta<0Find sin theta If Find $\mathrm{sin}\theta$ You can still ask an expert for help • Questions are typically answered in as fast as 30 minutes Solve your problem for the price of one coffee • Math expert for every subject • Pay only if we can solve it Nola Robson Given...
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Home > English > Class 11 > Physics > Chapter > Kinematics 1 > A particle moving along a stra... # A particle moving along a straight line with uniform acceleration has velocities 7 m//s at A and 17 m//s at C. B is the mid point of AC. Then :- Updated On: 27-06-2022 UPLOAD PHOTO AND GET THE ANSWER NOW! ...
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Posted on 06 Aug 2020 ## Probability GMAT Problem Probability GMAT Problems can be super complex if you don’t frame it correctly. One of the keys to looking at probability problems, particularly conditional probability and independent probability problems, is breaking each part up into its own entity, and a lot of ti...
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Convert 125 m to km First, note that m is the same as meters and km is the same as kilometers. Thus, when you are asking to convert 125 m to km, you are asking to convert 125 meters to kilometers. A meter is smaller than a kilometer. Simply put, m is smaller than km. In fact, a meter is "10 to the power of -3" smalle...
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# Grams per cubic centimeter to grams per pint (US) (g/cm³ to g/pt) ## Convert grams per cubic centimeter to grams per pint (US) Grams per cubic centimeter to grams per pint (US) conversion calculator above calculates how many grams per pint (US) are in 'X' grams per cubic centimeter (where 'X' is the number of grams...
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Differential arccotan Consider the function f defined by $f(x)=arccot(2x+1)$. Assuming $x=1$, what is the change in $x$ for which the change in $f$ is $0.3$? (enter the value with 1 decimal place) # Functions of one variable Reasoning 13 Differential at one point Consider the function $f(x) = arccot \left(\dfrac{1...
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# Calculus and Analytical Geometry Lecture No. 3 Calculus and Analytical Geometry Lecture No. 3 In these notes, Calculus 1 at the undergraduate We would like to extend our heartfelt gratitude to Ma’am Nabila Riaz for providing these useful notes. Ma’am Nabila Riaz is a very talented and energetic lecturer at the Fed...
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# Trying to understand how Dijkstra's algorithm works via a simple example I want to get from `a` to `d` via the shorter route (lowest cost) `````` 1 15 a--->b---->d | /\ |2 / | /1 | / | / | / | / | / | / \/ c `````` `a` can go to `b` at a cost of 1 or `c` at a cost of 2. `b` ca...
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# Fine structure constant ## Homework Statement e is charge epsilon is permittivity ## Homework Equations $$e^2 = 4\pi \epsilon GM^2$$ ## The Attempt at a Solution This is just a question really because I am a bit confused about something. Was reading up on the fine structure constant and apparently the fine stru...
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You may want to review solving linear equations for one variable in terms of another first. Most lines (actually, any line that isn't vertical) can be written as y = mx + b, where m and b are numbers. The number m is called the slope and the number b is called the y-intercept. If you're given the equation of a line, a...
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1. ## Difficult probability question The question: Tom and Bob play a game by each tossing a fair coin. The game consists of tossing the two coins together, until for the first time either two heads appear when Tom wins, or two tails appear when Bob wins. a) Show that the probability that Tom wins at or before the $...
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Cody Problem 1748. Ripping numbers apart! Solution 2797897 Submitted on 6 Aug 2020 by Jonathan Agg This solution is locked. To view this solution, you need to provide a solution of the same size or smaller. Test Suite Test Status Code Input and Output 1   Pass x = 12345678 out = {[1 2 3 4 5 6 7 8]} assert(isequal(...
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## Saturday, June 8, 2019 ### Power towers solution A long, long time ago I have mentioned an ICPC practice session problem: given two power towers, which one evaluates to a larger value? A power tower is an expression like 2232, which is evaluated right-to-left like 2^(2^(3^2)). Each number in both power towers is a...
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# Math Solve for triangle ABC which have angle A =25.25, angle B =60.51 and a =3.82.Find c 1. 👍 0 2. 👎 0 3. 👁 99 1. Since A+B+C=180, C=94.24 So, using the law of sines, c/sinC = a/sinA Now just plug and chug. 1. 👍 0 2. 👎 0 posted by Steve ## Similar Questions 1. ### Geometry Please answer at least one . P...
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• # question_answer 50 girls like to play Khokho, 70 like to play Kabbadi. A few among them like to play both. If there are 100 girls in total then the number of girl who like to play only Khokho is? A) 20                                B) 30C) 40                                D) 50 Correct Answer: B Solution : The...
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# Search by Topic #### Resources tagged with Visualising similar to Oblique Projection: Filter by: Content type: Stage: Challenge level: ### Nine Colours ##### Stage: 3 Challenge Level: Can you use small coloured cubes to make a 3 by 3 by 3 cube so that each face of the bigger cube contains one of each colour? ##...
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# complex • Nov 8th 2009, 12:23 AM complex express in trig form $(-2 Ix)/(e^-Ix - e^(Ix)$ $- (8I) (e^(-Ix) + e^(Ix) (I/2) (e^(-Ix) - e^(Ix)$ $- (e^(-Ix) + (e^(Ix)/2 /(e^(-Ix) - e^(I x)^3$ $= 4/(e^(2 Ix) (e^(-Ix) - e^(Ix)^3 - (4 e^(2 Ix) / (e^(-Ix)$ $- e^(Ix)^3 + (12Ix) / (e^(-Ix) - e^(I x)^3 + (2Ix) / (e^(2Ix) (e^(-I...
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30 views If the average incomes of $A$ and $B$, $B$ and $C$ and $C$ and $A$ are Rs. 190 , Rs. 210 , Rs. 200 respectively, then find the income of $A$. (a) Rs. 190 (b) Rs. 180 (c) Rs. 185 (d) Rs. 195 Solution- Total income of $A$ and $B$ $=2 \times 190=$ Rs. 380 Total income of $B$ and $C$ $=2 \times 210=$ Rs. ...
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M02#20, Error or my confusion? Please need help. : Retired Discussions [Locked] Check GMAT Club Decision Tracker for the Latest School Decision Releases http://gmatclub.com/AppTrack It is currently 21 Jan 2017, 18:07 GMAT Club Daily Prep Thank you for using the timer - this advanced tool can estimate your performan...
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# Calculating the splitting field of a polynomial over F_13 • PsychonautQQ In summary, the splitting field of x^9-1 over F_13 is not simply the adjoining of a primitive 9th root of unity since the minimal polynomial would not be x^8+x^7+x^6+x^5+x^4+x^3+x^2+x+1. Instead, by factoring x^9-1 over F_13, we can find additi...
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Breaking News # What Is 10Ml In Teaspoons What Is 10Ml In Teaspoons. 1 teaspoon = 4.92892 milliliters. 20 ml to tablespoon = 1.33333 tablespoon. 10 ml to tablespoon = 0.66667 tablespoon. Teaspoon is a unit of volume. 20 ml to tablespoon = 1.33333 tablespoon. Convert to tbsp, oz, cups, ml, liters, quarts, pints, gall...
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0 0 # R+S\mn=P Solve for m R+S = P mn The key to this problem is using inverse operations to get m by itself.  (If you don't recall, inverse operations "undo" each other.  Like + and -, or x and /.) A tip to remember: when solving for a variable in the denominator, like your m, it is always helpful to get it in th...
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Maximal number of edges and triangular cells for n points in a triangular lattice - MathOverflow most recent 30 from http://mathoverflow.net 2013-05-19T19:53:28Z http://mathoverflow.net/feeds/question/73621 http://www.creativecommons.org/licenses/by-nc/2.5/rdf http://mathoverflow.net/questions/73621/maximal-number-of-e...
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# Module One Post Fourteen (Leaning of Pisa Tower) Leaning Tower of Pisa Facts The leaning tower of pisa in Italy seems like a miracle that is defying gravity`s pull. Since gravity force would be greater on objects with greater mass, it is fascinating how pisa tower is still standing with an approximate mass of 14,50...
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