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+0 # probability 0 53 1 9 cards are dealt to three people at random, so that everyone gets 3 cards. What is the probability that everyone gets a red card? Reds(A,B,C)  Blue(A,B,C).  yellow(A,B,C) Feb 20, 2022 #1 +226 +1 If we were to randomly arrange the cards such that the first 3 cards would be for the first p...
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Thread: differentiable fn of three variables chain rule 1. differentiable fn of three variables chain rule "let f be a differentiable function of three variables, and define w(x,y,z) = f(x-y,y-z,z-x). use the chain rule to show dw/dx + dw/dy + dw/dz = 0". i am confused by this question because, in what i am meant to ...
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# Resources tagged with: Working systematically Filter by: Content type: Age range: Challenge level: ### There are 317 results Broad Topics > Thinking Mathematically > Working systematically ### Number Sandwiches ##### Age 7 to 14 Challenge Level: Can you arrange the digits 1, 1, 2, 2, 3 and 3 to make a Number Sa...
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# What is the vertex of y=x^2+12x+26? Apr 12, 2017 The vertex is at $\left(- 6 , - 10\right)$ #### Explanation: You can find the vertex (turning point) by first finding the line that is the axis of symmetry. $x = \frac{- b}{2 a} = \frac{- 12}{2 \left(1\right)} = - 6 \text{ } \leftarrow$ This is the $x$-value of th...
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## Subdivided / Component Bar Diagrams The Sub Divided / Component bar diagrams are used to represent data in which the total magnitude (bar) is divided into different parts or components. In these type of diagrams, first they make simple bars for each class taking total magnitude in that class and then divide these s...
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# Calculate total mechanical energy of a frictionless spring 1. Feb 22, 2016 ### henrco Hi, Could you please help me determine if I've worked this problem out correctly. 1. The problem statement, all variables and given/known data A 2.86-kg object on a frictionless horizontal surface oscillates at the end of a spr...
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Last week (for the purposes of narrative, this is accurate enough) Commie released Kyousougiga. All’s fine and well, right? Except that’d be too good to be true. The whole point of making a blog post is to describe something that’s not fine and well, since fine and well things are the norm and hence not really worth bl...
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# Functional Programming and Intelligent Algorithms ## Tutorial 1.3bis: More on Lists and Tuples (Last update: 12 January 2015) ### Overview • Reading: Simon Thompson, Chapter 5-6 (skip 5.3) This is an optional tutorial, building on Tutorial 3. ### Problem 3: Positioned Pictures (Optional) See Thompson Chapter 6...
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## Moment of Inertia of composite shapes ### Procedure outline The given analytical formulas for the calculation of moments of inertia usually cover, just a handful of rather simple cases. The possible shape geometries one may encounter however, are unlimited, but most of the times, these complex areas can be decompo...
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# Residence time (statistics) In statistics, the residence time is the average amount of time it takes for a random process to reach a certain boundary value, usually a boundary far from the mean. ## Definition Suppose y(t) is a real, scalar stochastic process with initial value y(t0) = y0, mean yavg and two critica...
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# Duty Cycle Formula: How to Calculate the Duty Cycle of a Frequency ••• Jupiterimages/Photos.com/Getty Images Print The duty cycle of a signal measures the amount of time that given signal is active within a system or receiver. This ratio of time determines the power delivered by the signal. Signals with longer duty...
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Questions from students during the course are answered here anonymously. Question 1: What are the conditions for the Bézout identity to be valid in an integral domain? Answer: If $R$ is an integral domain, some equivalent conditions to the condition that the Bézout identity holds in $R$ are the following: 1. Every i...
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# Pot odds on the flop re flush draw A #### Aleeki ##### Enthusiast Silver Level Hi guys Im a bit confused and was hoping someone can iron something out for me. I have been reading up quite a bit on pot odds, implied odds, expected value etc. What i am struggling to get my head around is this.... Lets say I have...
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Number Theory # Greatest Common Divisor / Lowest Common Multiple: Level 2 Challenges $\large n! + 1 \qquad \qquad (n+1)! + 1$ If $n$ is a positive integer, find the greatest common divisor of the two numbers above. Notation: $!$ denotes the factorial notation. For example, $8! = 1\times2\times3\times\cdots\times8$....
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## 2.6.5   Other Arithmetic Systems There are other schemes for addition and multiplication that are useful in special circumstances. Addition of numbers using redundant binary encoding avoids carry propagation and is thus potentially very fast. Table 2.13 shows the rules for addition using an intermediate carry and s...
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## What is Opportunity Cost? The cost of an alternative that is forgotten in order to pursue some other action is called opportunity cost. In other words, opportunity cost is the benefit that is forgotten as a result of accepting an alternative course of action. Opportunity cost is not actual cash outlay and is not re...
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# Pseudorandom Number Generator Using Uniform Random Variable I am working out of Mathematical Statistics and Data Analysis by John Rice and ran into the following interesting problem I'm having trouble figuring out. Ch 2 (#65) How could random variables with the following density function be generated from a unifor...
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Using Current Density to find Total Current 1. Oct 9, 2012 slavito 1. The problem statement, all variables and given/known data Suppose a wire has a radius $R$ and a current density of $J = I_0 \frac{x^2} {R^4}\hat{k}$. Taking the wire to have cylindrical geometry, calculate the total current flowing down the wire,...
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#### • Class 11 Physics Demo Explore Related Concepts #### Best Results From Yahoo Answers Youtube From Yahoo Answers Question:I need an algebra calculator that is free and shows you steps. I am looking at the answer key to this portion of questions I am doing and it doesn't show how they got the answer. Please? No...
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Find all School-related info fast with the new School-Specific MBA Forum It is currently 25 Aug 2016, 03:08 ### 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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### Theory: Time is specified in two ways. 1. Ordinary time or $$12$$-Hour format 2. Railway time or $$24$$-Hour format Ordinary Time or the 12-Hour Format: • A day has $$24$$ hours. It is divided into two periods; each has $$12$$ hours. • $$12\!:\!00$$ at night is called midnight, and $$12\!:\!00$$ at day is calle...
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ExercisesSolutions # E figure 24 shows different phase portraits for the • Notes • 32 • 100% (1) 1 out of 1 people found this document helpful This preview shows pages 27–32. Sign up to view the full content. (e) Figure 24 shows different phase portraits for the system for various values of μ above and below the cr...
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Evaluate the definite integral $\int_0^\infty \frac{x\sin mx}{x^2+a^2}dx$ Evaluate the definite integral $$\int_0^\infty \frac{x\sin mx}{x^2+a^2}dx \quad (m,a>0)$$ I tried a trigonometric substitution but did not get anywhere with that I think the multiple variable are throwing me off. For first, we get rid of one p...
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# Evaluate 3w^3x^9-81y^9z^12 <-- Enter Terms Combine like terms for 3w3x9 - 81y9z12 Evaluate the w3 terms: 3w3 ← There is only one w3 term Evaluate the x9 terms: x9 ← There is only one x9 term Evaluate the y9 terms: -81y9 ← There is only one y9 term Evaluate the z12 terms: z12 ← There is only one z12 term Combin...
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1. ## anti deriviative the question is : anti deriviative of : 4/(1+4t^2) How do I figure out questions like this? I really cant see this as product or chain rule so kind of stumped. 2. Originally Posted by frankinaround the question is : anti deriviative of : 4/(1+4t^2) How do I figure out questions like this? I rea...
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# What is the rank of a matrix? Jul 24, 2018 #### Explanation: Let $A$ be a $\left(m \times n\right)$ matrix. Then $A$ consists of $n$ column vectors $\left({a}_{1} , {a}_{2} , \ldots {a}_{n}\right)$ which are $m$ vectors. The rank of $A$ is the maximum number of linearly independent column vectors in $A$, that is...
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# Peak Electron Number Density of a Beam 1. Feb 16, 2013 ### mickyfitz13 1. The problem statement, all variables and given/known data Consider what happens as a parallel beam of non-relativistic electrons with beam radius a is injected as a current I into a region of vacuum after acceleration through a voltage diff...
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## Complex Number & Quadratic Equation Quiz-12 Complex numbers and quadratic equations is a segment of maths that deals with crucial theorems and concepts along with various formulae. It comprises of linear and quadratic equations along with roots related to the complex number's set (known as complex roots).. Q1. If ...
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# 0.3 Transverse pulses  (Page 6/6) Page 6 / 6 ## Reflection of a pulse from fixed and free ends (not in caps - included for completeness) Let us now consider what happens to a pulse when it reaches the end of a medium. The medium can be fixed, like a rope tied to a wall, or it can be free, like a rope tied loosely...
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# Power of a product rule ##### Intros ###### Lessons 1. What are exponent rules? ##### Examples ###### Lessons 1. Simplify the following: 1. $(-4xy)^4$ ##### Practice ###### Topic Notes We use the power of a product rule when there are more than one variables being multiplied together and raised to a power. The power...
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# Divide and conquer algorithm for a gas station problem There is just one road connecting the n+1 cities c0, …, cn consecutively. You want to go from c0 to cn stopping at most s times to fill the tank of the car. There are gas stations at the cities, but none on the roads. The length of each road is ℓ0, …, ℓn−1. Whic...
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# She ordered 6 large pizzas. Luckily, she had a coupon for 3 off each pizza. If the bill came to 38.9 Discussion in 'Calculator Requests' started by math_celebrity, Oct 28, 2016. Tags: She ordered 6 large pizzas. Luckily, she had a coupon for 3 off each pizza. If the bill came to 38.94, what was the price for a lar...
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# Solution: What is the area of the gable? A painter needs to find the area of the gable end of a house. What is the area of the gable if it is a triangle with two sides of 42 ft. that meet at a 105 degrees angle? #### Problem Statement: A painter needs to find the area of the gable end of a house. What is the area ...
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× Get Full Access to Discovering Algebra: An Investigative Approach - 2 Edition - Chapter 4.2 - Problem 8 Get Full Access to Discovering Algebra: An Investigative Approach - 2 Edition - Chapter 4.2 - Problem 8 × Suppose this line represents a walking situation in which youre using a motion sensor to ISBN: 9781559537...
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RD Sharma Solutions Class 7 Maths Text book for all chapters are available to download in PDF. Get class 7 RD Sharma Solutions and NCERT Solutions. It is based on the latest syllabus prescribed as per the CCE guidelines by CBSE. Students of class 7 can prepare well for the exam. RD Sharma Solutions can help them to sco...
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The Parameters # The numbers that define our destiny.... The parameters are crucial elements in the mathematical model. If the real value for the constants are unknown, the system can not have any biological sense. For most mathematical models this is the hardest step and our project was not the exception. There are...
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# Prove the unique critical points exist and prove there is absolute minimum at this point Hello! I've scavenged the internet and asked two professors, with no avail. I don't want to ask my professors because he does not want to give us the answer, since he wants to put it on the final. Anyway, story aside the pictur...
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# How to explain "fractional terms"? as I can see there are mainly two ways to introduce fractional terms. Two examples to demonstrate the two variants: 1. $\frac{a^2+3}{a}; \frac{3}{2c}$ 2. $T(a) = \frac{a^2+3}{a}; T(c) = \frac{3}{2c}$. In fact, the word "function" or "functional term" or "equation with variables"...
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## Elementary Technical Mathematics $1600 ft^{3}$ Volume = $length \times width \times height$ V = $20 \times 10 \times 8$ V = $1600 ft^{3}$
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# Regrouping decimal numbers 6 videos 2 skills Let's tackle some more challenging problems that stretch our understanding of decimal place value. These problems involve regrouping place values in interesting ways. ### Regrouping whole numbers: 675 VIDEO 4:23 minutes Sal regroups 675 into various addition problems. ...
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# What is the difference between ft pounds and in pounds in torque wrenches How many inch pounds are in ft pounds or vise versa? Would you like to merge this question into it? #### already exists as an alternate of this question. Would you like to make it the primary and merge this question into it? #### exists and...
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# 1950 AHSME Problems/Problem 46 (diff) ← Older revision | Latest revision (diff) | Newer revision → (diff) ## Problem In triangle $ABC$, $AB=12$, $AC=7$, and $BC=10$. If sides $AB$ and $AC$ are doubled while $BC$ remains the same, then: $\textbf{(A)}\ \text{The area is doubled} \qquad\\ \textbf{(B)}\ \text{The alt...
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# TI-86 Graphing Calculator Keystroke Guide Save this PDF as: Size: px Start display at page: ## Transcription 1 TI-86 Graphing Calculator Keystroke Guide In your textbook you will notice that on some pages a key-shaped icon appears next to a brief description of a feature on your graphing calculator. In this guide...
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# Let $s(n,k)$ denote the signless Stirling numbers of the first kind. Prove that… Let $s(n,k)$ denote the signless Stirling numbers of the first kind. Prove that: $$s(n,2) = (n-1)!(1 + \frac{1}{2} + \frac{1}{3} +...+ \frac{1}{n-1})$$ -I haven't dealt with Taylor series expansion in a long time and not quite sure ho...
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# Problem 8-75 Inelastic collision - Part 8 - C Two trucks have a completely inelastic collision. After the collision, they have a common velocity of $11 \;m/s$ at $35^\circ$ south of west. Before the collision, one truck $(\text{mass} \; 2.3\times10^4\; kg)$ has a velocity of $15\; m/s$ at $51^\circ$ south of west. D...
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All Collections Authors Evaluation types Evaluation type: eval rational function & fb rational function Evaluation type: eval rational function & fb rational function Everything you need to know about the evaluation types: eval rational function and fb rational function Updated over a week ago The evaluation type ev...
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# Solve this logarithmic equation: 2^(2- ln x)+2^(2+ ln x)=8 Solve this logarithmic equation: ${2}^{2-\mathrm{ln}x}+{2}^{2+\mathrm{ln}x}=8$. I thought to write $\frac{{2}^{2}}{{2}^{\mathrm{ln}\left(x\right)}}+{2}^{2}\cdot {2}^{\mathrm{ln}\left(x\right)}={2}^{3}\phantom{\rule{thickmathspace}{0ex}}⟹\phantom{\rule{thickm...
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# XNPV Function in Excel How and why to use the function in financial analysis ## Why use the XNPV Function in Excel? The XNPV function in Excel uses specific dates that correspond to each cash flow being discounted in the series, whereas the regular NPV function automatically assumes all the time periods are equal....
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# Homework Help: Show that the half open interval is a topology 1. Dec 6, 2013 ### DotKite 1. The problem statement, all variables and given/known data We are given $H$ = {$O | \forall x, \exists a,b \in R$ s.t $x \in [a,b] \subseteqq O$}$\bigcup {\oslash}$ and are asked to show that it is a topology on R 2. Relev...
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# Your Ultimate Guide to the Sankalana Vyavakanabhyam Sutra The Sankalana Vyavakanabhyam is a popular Vedic Maths sutra used to solve linear equations in 2 variables. Literally meaning ‘addition and subtraction’, this 7th Vedic Maths sutra will help enthusiastic learners to breeze through linear equations. This articl...
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# Question Is 159,586 a prime number? The number 159,586 is NOT a PRIME number. #### How to check if the number 159,586 is a prime number A prime number can be divided, without a remainder, only by itself and by 1. For example, 13 can be divided only by 13 and by 1. In this case, the number 159,586 that you looked f...
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# Search Our Content Library 11 filtered results 11 filtered results Divisibility Rules Mathematics Sort by Worksheet Introduce your students to divisibility rules with this handy worksheet that goes over the rules and asks students to fill in examples. Math Worksheet Math Review Part 3: Let's Soar in Grade 4 Workshee...
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# Results tagged “calculus” from Ye Olde Rad Blog III | Today is the 40th anniversary of the first manned lunar landing (1969) .. a historic event for techies .. cuz it was techies who put us there. And techies used » calculus to put a man on the moon (some 240,000 miles away). At the heart of calculus lies the noti...
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# Cumulative Density Function What When Where Who Why How How many What is the Cumulative density function? The cumulative density function is a function that gives the probability that a random variable will take a value less than or equal to a certain number. The CDF is calculated by taking the integral of the pro...
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Problems Status Rank Problem 1246 The Angry Birds Time Limit: 1000msMemory Limit: 65536kb Description “Lemme tell ya, these ain’t no ordinary finches we’re talkin’ about. These here are the Angry Birds, the ones that’s gonna kick you in the ‘nads. And they’re the ones on your side. They must be from Galapadapados, or s...
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# Advanced Algebra: Chapter 3 Review ```Advanced Algebra: Chapter 3 Review Name:__________________ Multiple Choice Identify the choice that best completes the statement or answers the question. ____ ____ 1. The system of equations y = 2x – 3 and y = 4x – 3 has a. exactly one solution. c. infinitely many solutions. b. ...
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## Training and consultancy for testing laboratories. ### DOE – Why choosing 2-level factorial design? DOE – Why choosing 2-level factorial design? An ideal experimentation is to have an experimental design with relatively few runs that could cover many factors affecting the desired result.  But, it is impossible to...
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Discrete Distributions # Discrete Distributions ## Discrete Distributions - - - - - - - - - - - - - - - - - - - - - - - - - - - E N D - - - - - - - - - - - - - - - - - - - - - - - - - - - ##### Presentation Transcript 1. Discrete Distributions 2. What is the binomial distribution? The binomial distribution is a di...
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# Prove that any integer that is both square and cube is congruent modulo 36 to 0,1,9,28 This is from Burton Revised Edition, 4.2.10(e) - I found a copy of this old edition for 50 cents. Prove that if an integer $a$ is both a square and a cube then $a \equiv 0,1,9, \textrm{ or } 28 (\textrm{ mod}\ 36)$ An outline of...
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# Thread: Differential Equation to Transfer Function 1. ## Differential Equation to Transfer Function Hello, I have done this in a long time but is this right? I have a differential equation and I want to find the transfer function. Is that right? Thanks, r, m, and k are numbers. 2. Originally Posted by wqvong He...
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Home » Blog » Prove that for all rectangles of given area, the square admits the smallest circumscribed circle # Prove that for all rectangles of given area, the square admits the smallest circumscribed circle Consider all rectangles of a fixed area. Prove that the square admits the smallest circumscribed circle. Pr...
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# Would like some pointers on this geometry problem I'm working on this problem (not homework): Let $ABC$ be a triangle and $D$ a point on the side $AC$. If $C\hat{B}D-A\hat{B}D = 60°$, $B\hat{D}C = 30°$ and $AB \cdot BC =BD^2$, find the angles of the triangle $ABC$. I've been working on it for a while, and have man...
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Courses Courses for Kids Free study material Offline Centres More Store # If $\bar z$ lies in the third quadrant then $z$ lies in the $A.$ First quadrant$B.$ Second quadrant$C.$Third quadrant $D.$ Fourth quadrant Last updated date: 13th Jul 2024 Total views: 452.4k Views today: 11.52k Verified 452.4k+ views Hint: Thi...
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Dear Aspirants, Reasoning Questions for IBPS Clerk Prelims 2018 Reasoning Ability is an onerous section. With the increasing complexity of questions, it becomes hard for one to give it the cold shoulder. The only way to make the grade in this particular section in the forthcoming banking exams like IBPS Clerk Prelims...
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# solving algebraic expressions ### Posted By: Posts: 27 i encountered this problem  on my math ws 13 = n/5  i gotta figure out the n it confused me. help? ### Posted By: Posts: 212 "Vonza" wrote: i encountered this problem  on my math ws 13 = n/5  i gotta figure out the n it confused me. help? Okay. You want to...
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# Tips and Tricks- Some Pythagorean triplets: 3,4,5----------(3^2=4+5) 5,12,13--------(5^2=12+13) 7,24,25--------(7^2=24+25) 8,15,17--------(8^2 / 2 = 15+17 ) 9,40,41--------(9^2=40+41) 11,60,61-------(11^2=60+61) 12,35,37-------(12^2 / 2 = 35+37) 16,63,65-------(16^2 /2 = 63+65) 20,21,29-------(EXCEPTION) For more s...
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# HCF & LCM Calculator How it Works? 1. 1. Enter numbers in first input box separated by comma 2. 2. Click on calculate button HCF of -- Show steps LCM of -- Show steps HCF (GCF) and LCM calculator is used to find the highest common factor and least common multiple at one place. These values are often required toget...
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Excel - probability Asked By RobcPetti on 11-Oct-07 03:24 PM ```Hi, Id like to use excel to work out the odds for the following. using 13 cards, suit irrelevent, 2 through to ace. Ace high 2 low. How do I calculate the odds. On betfair they have a hilo game card 1 or further upto card 11. At the start, before cards ar...
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## Determining Functions Using Regression: What's the Function? • Lesson • 1 • 2 9-12 1 This activity allows students to look for functions within a given set of data. After analyzing the data, students should be able to determine what type of function best represents the data. Before participating in this lesson, s...
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# IBPSExamGuru | ibps bankers Guru Adda Clerk PO ## Approximation Questions and Answers Quiz 1 for SBI PO 1 . Directions (1 to 10): What approximate value will come in place of the question mark (?) in the following questions ? (Note:You are not expected to calculate exact value). $Q.$ $25\over 9$ x $16\over 53$ x 9...
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# If cosθ=1/√2, where θ is an acute angle, then find the value of sinθ. - Geometry If cosθ=1/sqrt(2), where θ is an acute angle, then find the value of sinθ. #### Solution cosθ=1/sqrt(2) cos^2theta=(1/sqrt2)^2=1/2 cos^2theta+ sin^2theta=1 1/2+sin^2theta=1 sin^2theta=1-1/2=1/2 sintheta=sqrt(1/2)=1/sqrt2 Concept...
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# lp2 - 1 Math 1b Practical March 9 2009 Intoduction to... This preview shows pages 1–3. Sign up to view the full content. 1 Math 1b Practical, March 9, 2009 Intoduction to Linear Programming. Duality Recall the ‘primal’ and ‘dual’ canonical forms for LP problems: (PRIMAL) CANONICAL: maximize cx subject to A x b and ...
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# Finding the sum of the series $1^2 + 2 × 2^2 + 3^2 + 2 × 4^2 + 5^2 + 2 × 6^2 + . . . + 2(n − 1)^2 + n^2 ,$ The following is a question which has been bugging me for quite a while, Find the sum of the series $$1^2 + 2 × 2^2 + 3^2 + 2 × 4^2 + 5^2 + 2 × 6^2 + . . . + 2(n − 1)^2 + n^2 ,$$ Where $$n$$ is odd I started ...
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Q: # How do you go from point-slope form to slope-intercept form? A: To convert a point slope form equation to a slope-intercept form, you must simplify the equation. The simplified equation has "y" on one side of the equals sign and everything else on the other. ## Keep Learning 1. Simplify any parenthesis in the...
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# For what values of x, if any, does f(x) = 1/(x^2-4x+4) have vertical asymptotes? Feb 6, 2016 $x = 2$. #### Explanation: To find the vertical asymptotes we have to find for which values the denominator is equal to 0. Simply set the polynomial on the denominator to 0 then solve for $x$: ${x}^{2} - 4 x + 4 = 0$ $\...
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# 8.4 Continuous time convolution and the ctft Page 1 / 1 This module describes the relationship between continuous convolution and the fourier transform. ## Introduction This module discusses convolution of continuous signals in the time and frequency domains. ## Continuous time fourier transform The CTFT transf...
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PopovForm - Maple Help LinearAlgebra PopovForm compute the Popov normal form of a Matrix Calling Sequence PopovForm(A, x, shifts, out, options, outopts) Parameters A - Matrix of univariate polynomials in x x - variable name of the polynomial domain shifts - (optional) equation of the form shifts = obj where ob...
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Lesson 2 Text ‘n’ talk # Episode 2 Reasoning Resources Whole class preparation Shift of attention to different variables in a similar real-life situation. Direct the class attention to mobile phone conversations rather than messages. If two people have a telephone conversation how many phone calls are made? What abou...
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Wednesday, July 18, 2012 Fibonacci Numbers Wrote a couple of versions of Fibonacci number generators. Interestingly, the numbers become inaccurate at just the 93rd fib number in the sequence: the real numbers begin losing precision on the low end.   I am going to have to figure out how to use one of the bignum libra...
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Solutions to Homework Assignment #5 1. Let Si be a statement and Ci be a condition. i, j, k, kind are integer variables. For each of the following statements, draw a flowchart using the basic one-entry-one-exit control structures. (a) if (C1) if (C2) for (i = 0; i<100; i++) S1; else for (j = 100; j>0; j--) S2; e...
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# Proving bipartite graph properties Fix a board where the height and width are greater than 2. A valid walk on a board is to start on one square and move to a vertically or horizontally adjacent square, so diagonal traversals are not allowed. A tour is a valid walk such that each square is touched exactly once and th...
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invariant 1-plane • Nov 29th 2011, 03:34 PM dwsmith invariant 1-plane Can someone explain this: Let $f:\mathbb{R}^3\to\mathbb{R}^3$ be a linear transformation. Prove that f has an invariant 1-plane. • Nov 30th 2011, 01:30 AM Opalg Re: invariant 1-plane Quote: Originally Posted by dwsmith Can someone explain this: ...
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Chapter 4. The Second Law of Thermodynamics # 4.6 Entropy ### Learning Objectives By the end of this section you will be able to: • Describe the meaning of entropy • Calculate the change of entropy for some simple processes The second law of thermodynamics is best expressed in terms of a change in the thermodynami...
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HomeTemplate ➟ 0 Of The Best Factor By Grouping Worksheet # Of The Best Factor By Grouping Worksheet FACTORING BY GROUPING WORKSHEET. W 2 t. Pin On Math Cheat Sheet ### 1 5 mn 25m 3n3 15n2 2 4au 24av 5bu 30bv 3 15xw 18xk 25yw 30yk 4 7xy 28×3 y 4×2 5 6b3 16b2 15b 40 6 12r3 20r2 15r 25 7 4b3 b2 8b 2 8 28k3 4k2 35k 5 ...
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# why we take work done =0 in circular motion Chetan Mandayam Nayakar 312 Points 11 years ago Dear Akhil, Work done≡∫F·ds (where F is force, and ds is infinitesimal displacement) in circular motion F is always perpendicular to ds therefore, F.ds≡zero. Therefore work done=zero Please feel free to post as many doub...
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Study Guides (248,639) United States (123,476) BMGT 230 (12) Final # Ch4 Categorical Data, Displaying and Describing.pdf 5 Pages 52 Views Department Course Code BMGT 230 Professor Kazim Ruhi This preview shows pages 1 and half of page 2. Sign up to view the full 5 pages of the document. Description Ch4 Categorical ...
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# Thread: I need help with a calculation thats baffling me! (easily done!) 1. ## I need help with a calculation thats baffling me! (easily done!) Hi all, i'm not a mathematician therefore I need help! is there a calculation that determines how many times a smaller number has to be doubled to achieve a larger number?...
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# Ch-12, Parallel Operation of alternators¶ ## example 12.1 Page 243¶ In [1]: p=4000 #given kva of alternator fnl2=50 #frequency on no load on second alternator fl2=48 #frequency on load on second alternator l=6000 #load given two to alternator df1=fnl1-fl1 #change in 1 alternator frequency df2=fnl2-fl2 #change i...
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# Confused about signs of currents in circuit #### WBahn Joined Mar 31, 2012 28,486 I still say: You can use these interchangeably: The sum of currents into a node is zero. The sum of currents out of a node is zero. The currents in to a node equals the current out of a node... Sure. Those are all equivalent and, dep...
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## Maths units list As an Amazon Associate we earn commission from the qualifying purchase, when you purchase a book from our product link. Click here for disclosure details. Maths Query > Unit > Algebra > Equations # Linear Equation with Examples and Methods to Solve ## Introduction Before we take a deep dive into...
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# Thread: Confidence Intervals and such 1. ## Confidence Intervals and such Thank you in advance for any help! 1. The waiting time (in minutes) for a CATA bus at MSU is distributed uniformly between θ - 3 and θ + 3. A sample of 75 students are taken and their waiting times recorded. a) Find V ( X-bar ) ATTEMPT: V(X...
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## Algebraic identity for the 4th degree Aurifeuillian algebraic factorization Expand Messages • I followed the links given by David, and taking the hints given, constructed this identity: m**2 A**4 - m * (m-2) A**2 B**2 + B**4 = ( m * A**2 - m * A * B + Message 1 of 2 , Feb 3, 2011 • 0 Attachment I followed the links...
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# How to calculate overlapping length for beam and column How to calculate overlapping length for beam and column, in this topic we know about how to calculate overlapping length of beam and column. we know that beam and column is RCC structure of any building in which reinforcement of concrete is provided. According...
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# $\mathrm{AD}$ and $\mathrm{BC}$ are equal perpendiculars to a line segment $\mathrm{AB}$ (see Fig. 7.18). Show that $\mathrm{CD}$ bisects $\mathrm{AB}$." #### Complete Python Prime Pack 9 Courses     2 eBooks #### Artificial Intelligence & Machine Learning Prime Pack 6 Courses     1 eBooks #### Java Prime Pack ...
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# The Arrhenius Equation A LevelAQA ## The Arrhenius Equation The Arrhenius Equation provides a mathematical formula with which to investigate the relationship between the rate constant and temperature. The Arrhenius equation also introduces another constant known as the Arrhenius constant. ## The Arrhenius Equatio...
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# Algebra ii tutor This Algebra ii tutor provides step-by-step instructions for solving all math problems. We will also look at some example problems and how to approach them. ## The Best Algebra ii tutor We'll provide some tips to help you choose the best Algebra ii tutor for your needs. For example, if you’re tryi...
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## Conversion formula The conversion factor from centimeters to millimeters is 10, which means that 1 centimeter is equal to 10 millimeters: 1 cm = 10 mm To convert 254.4 centimeters into millimeters we have to multiply 254.4 by the conversion factor in order to get the length amount from centimeters to millimeters....
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## Elementary Technical Mathematics $R_{total} = 1,396.8Ω$ The total resistance for this series circuit is simply the addition of all individual resistances in the circuit. So, $R_{total}= 15.7Ω + 40Ω + 25.5Ω + 115Ω + 1,200Ω + 0.6Ω$ $R_{total} = 1,396.8Ω$
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0 What are 2 examples of simultaneous equations are used in business and what are some other ways you can satisfied these equations? Updated: 11/1/2022 Wiki User 12y ago Example: When deciding about the purchase of a new warehouse for the storage of merchandise and tools, a company faces the option to incur in pa...
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Courses Courses for Kids Free study material Offline Centres More # A book with many printing errors contains four different formulae for the displacement y of a particle undergoing a certain periodic function:(A) $y = a\sin 2{\pi ^{t/T}}$(B) $y = a\sin \nu t$(C) $y = \left( {a/T} \right)\sin t/a$(D) $y = a/\sqrt 2 \l...
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