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Kinematics/Algebra Review From Wikibooks, open books for an open world Algebra Review[edit] - Variables, Equations, Polynomials and Systems A variable is a mathematical term represented by letters that can have varying values. If independent, the variable depends on no other variable(s). If dependent, the variable ...
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Prove that July 6th 2009, 08:24 AM #1 If Tn = sin^nA+cos^nA Prove that T3-T5 = T5-T7 ...T1.......T3 plzzzz explain by covering all the steps as i belong to 10th standard ...... = $\frac{T_5-T_7}{T_3-T_5}$ $\frac{sin^5A+cos^5A-sin^7A-cos^7A}{sin^3A+cos^3A-sin^5A-cos^5A}$ = $\frac{s...
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Homework Help Posted by Jaclyn on Friday, September 7, 2007 at 2:06am. You jump from the end of a diving board that is 3 meters above the water. You spring upward from the end of the board with an initial velocity of 5 m/s. How long are you in the air? What is the speed as you hit the water? I need to know the steps i...
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Solutions for linear equations October 11th 2009, 10:34 AM Frostking Solutions for linear equations I am trying to understand how to determine the difference between no solutions for a system and infinitely many solutions. I have the set of equations: x + 2y - z = 1 2x + y + z = 1 x - y + 2z = ...
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Common Core Standards : CCSS.Math.Content.8.G.B.6 Common Core Standards: Math Math.CCSS.Math.Content.8.G.B.6 6. Explain a proof of the Pythagorean Theorem and its converse. We're about to start working with the Pythagorean Theorem, which most students are somewhat familiar with, probably. (Remember it? It says, basi...
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Homework Help Posted by christine on Monday, August 15, 2011 at 1:43pm. 2. Simplify. Please be sure to show all of your work. -3(-9) – |-5 – 3 3. Simplify. Please show all of your work 9c^3+7c-(3c^3-12+c) 4. Solve 4x- 3(5x-8) =23-9(x+2) . Please show all of your work 5. Solve the following equation for z. Please ...
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Estimating means and medians from histograms Some of this will be hard to read, because it is written in TeX, but most should be readable. HTML commands will need to be removed before it can be processed as LaTeX. \documentstyle{book} \begin{document} \section{Alternative definition of the mean} It is useful to prese...
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How much has price and quantity increased from year 1 to year 2? August 1st 2011, 08:26 AM #1 Newbie Joined Aug 2011 Posts 2 How much has price and quantity increased from year 1 to year 2? We sell two products. Product A: --------------------------- price y1 = 10 quantity y1 = 2 sal...
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further maths roots of equations September 29th 2008, 09:07 AM #1 Member Joined Sep 2008 Posts 239 further maths roots of equations Hi can any body solve this question? The equation 2x²-4x-3=0 has roots a and b. Find the quadratic equation with integer coefficients and with roots a³ , b³ Hello,...
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Applications of eigenvectors word problem A radioactive isotope A decays at the rate of 2% per century into a second radioactive isotope B, which in turn decays at a rate of 1% per century into a stable isotope C. a) Find a system of linear differential equations to describe the decay process. If we start with...
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evaluating inverse trig functions October 16th 2012, 12:40 PM kingsolomonsgrave evaluating inverse trig functions evaluate cos(2 tan^-1(1/3)) I figure if I can evaluate arctan of 1/3 I can solve it (multiply by two and take the cosine of the result). Is it advisable to do this with a calculator or is t...
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Slant Asymptote June 20th 2008, 01:59 PM #1 Newbie Joined Jun 2008 Posts 12 Slant Asymptote What is the equation of the slant asymptote for R(x) = x^2 - x + 17 divided by x^2 + 1? No wonder you are having problems; this doesn't have a slant asymptote. It has a horizontal asymptote. $\frac{x^2 -...
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Homework Help Posted by Annika Rae on Sunday, January 5, 2014 at 12:18am. 1) What is the value of y in the system x+3y-z=-3, 6x=2y-1 and x=z+3 IF x = 5/6 and z = 23/6? 2) Given the systems x+y+z=-14 and 2x+y+6z=16, how many number of solutions to the system are there? • Math - Reiny, Sunday, January 5, 2014 at 10:...
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Help with integration April 9th 2008, 08:24 AM nisse pisse Help with integration I supposed to integrate (x^2 + x)^(1/2). I do it this way int (x^2 + x)^(1/2) = x(x^2 + x)^(1/2) - 1/2* int (x(2x + 1))/(x^2 + x)^(1/2) = x (x^2 + x)^(1/2) - 1/2((xln(x^2 +x)) - ln(x^2 + x)) IF u now take 2pi ((x = 1) ...
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algebra word problem: still stuck Posted by john on Tuesday, February 17, 2009 at 5:25pm. question: rachel allows herself 1 hour to reach a sales appt 50 miles away. after she has driven 30 miles, she realizes that she must increase her speed by 15mph in order to get there on time. what was her speed for the first 30...
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Homework Help Posted by Andy G on Monday, March 17, 2014 at 8:53pm. The population of the US in 1850 was 23191876. In 1900, the population was 62947714. a. assuming that the population grew exponentially, compute the grownth constant. b. assuming continued growth at a constant rate, predict the population in 1950. ...
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Im not sure if i understand this problem :( September 10th 2008, 12:57 PM #1 Junior Member Joined Sep 2008 Posts 43 Im not sure if i understand this problem :( Let f(x)=8x^2. Find a value A such that the average rate of change of f(x) from 1 to A equals 96. someone help me please Hello. Th...
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Homework Help Posted by Joshie on Wednesday, October 6, 2010 at 5:09pm. gas is pumped into a spherical balloon at the rate of 1 cubic feet per minute. How fast is the diameter of the balloon increasing when the balloo0n contains 36 cubic feet of gas? • calculus - Reiny, Wednesday, October 6, 2010 at 5:27pm V =...
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Question on First order differential equation March 24th 2009, 08:40 AM bmcciyem Question on First order differential equation Hi i have a question i think it is to do with first order differential equations. The heat loss from a hot water tank is proportional to the temperature at any particular time. Twen...
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Trigonometric Integrals February 16th 2008, 12:33 PM #1 Newbie Joined Feb 2008 Posts 21 Trigonometric Integrals Can anyone help me or give me a good idea of how to approach the definite integral ([sinx]^2)*([cosx]^2) with the limits of integration from 0 to pi/2? I'm pretty sure I should somehow be able ...
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Equation of curve of intersection (R3) March 5th 2011, 10:57 AM #1 Member Joined Apr 2010 Posts 156 Equation of curve of intersection (R3) What is the equation of the curve of intersection of: $z = x^2 + y^2$ and $2y + z = 0$ (Refer to attachment for graph of both equations). Please i...
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Business Math problem help December 12th 2006, 08:45 AM #1 Newbie Joined Nov 2006 Posts 2 Business Math problem help I've worked on this problem for a couple of hours and I think my problem is that I don't know where to start.... Georgia Cabinets manufactures kitchen cabinets that are sold to local ...
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Homework Help Posted by Chloe on Friday, October 8, 2010 at 8:47pm. I've been trying to work this problem out for the past week and still havent managed to get to the answer. jeans unlimited sold 6000 pairs of jeans in october at an average of 44$ each. The company president decides that she must increase the company...
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Homework Help Posted by Andrew on Monday, July 18, 2011 at 1:42pm. an open box is made by cutting out squares from the corners of a rectangular piece of cardboard and then turning up the sides. If the piece of cardboard is 12 cm by 24 cm, what are the dimensions of the box that has the largest volume made in this way?...
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Teaching synergistic integration of economics and mathematics. Link/Page Citation INTRODUCTION A job worth doing is a job worth doing well. Most concepts in economics are primarily ...
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Curiosity about surface are October 4th 2011, 01:03 AM agentmulder Curiosity about surface are The volume of a sphere is V = 4/3(pi)r^3 If you differentiate with respect to r you get dV/dr = 4(pi)r^2 This is the surface area of the sphere. How come this works so well for the sphere? It d...
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Taylor Polynomial e^x * cos(x) August 24th 2012, 12:41 PM #1 Junior Member Joined Jul 2011 Posts 28 Taylor Polynomial e^x * cos(x) Question: Find the Taylor Polynomial $P_2 (x)$ for $e^x cos(x)$ about $x_0 = 0$. Here's what I did: $P_2 (x) = e^x cos(x) + (e^x cos(x) - e^x sin(x)) (x) - \frac{2e...
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Homework Help Posted by Anon on Friday, May 24, 2013 at 5:49am. Create a 3rd degree polynomial with real coefficients that has roots -1 and 4i. Write your answer in form ax^3 + bx^2 + cx+ . • Math - Reiny, Friday, May 24, 2013 at 8:05am any complex roots come in conjugate pairs so if 4i is a root, so is -4...
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Solving differential equation March 25th 2009, 01:34 AM #1 Member Joined Jun 2008 Posts 175 Trying to solve this differential equation by separating variables. Where c is a constant and K is the carrying capacity. P is population $\frac{{dP}}{{dt}} = c\ln \left( {\frac{K}{P}} \right)P$ I started...
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Logarithm Question 2013-Feb-19, 12:53 AM #1 Established Member Join Date Dec 2001 Posts 201 Logarithm Question I’ve got a math question concerning logarithms. I’m trying to translate a working VBA program into a VBAish program language that is used in a Programmable Logic Controller (PLC) to calcula...
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M-5 TORSION PENDULUM AND LATHE 1. PURPOSE: (1) To determine the rigidity modulus of steel and brass. (2) To measure the moment of inertia of several bodies. 2. APPARATUS: Torsion lathe. Torsion pendulum, with accessories. 3. THEO...
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[SOLVED] I have a problem..... June 29th 2007, 03:06 AM #1 spank Guest It's a fairly straight forward one i think, but its been a long time since a studied maths! The problem is... There are 6 slots in a row. One tab can be inserted into each slot. There are 6 different coded tabs (e.g. 1, 2, 3...
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for ======== START LECTURE #16 ======== The control for the datapath We start with our last figure, which shows the data path and then add the missing mux and show how the instruction is broken down. We need to set the muxes. We nee...
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Re: st: Homogeneity of ordinal Variabel Notice: On March 31, it was announced that Statalist is moving from an email list to a forum. The old list will shut down on April 23, and its replacement, statalist.org is already up and running. [Date Prev][Date Next][Thread Prev][Thread Next][Date Index][Thread Index] Re: st...
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Conservation of energy May 7th 2008, 10:56 AM j-lee00 Conservation of energy Conservation of energy show that when Mass (m1) and kinetic energy (Q1) collide with a stationary particle (m2) it transfers an energy. Using conservation of energy and momentum Q2 = (4M1M2)/(M1 + M2)^2 x Q1 Cheers May 7...
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a few questions I need help with. thank you August 17th 2007, 03:45 AM #1 Newbie Joined Aug 2007 From Virginia Posts 4 a few questions I need help with. thank you Okay I am almost done with this lesson. Once again I need help. UGH.. I already did this but received an F and I am fixing all the wrong a...
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The Dow Jones Industrial Average: A Fata Morgana Washington’s Blog by Wim Grommen Guest post by Wim Grommen. Mr. Grommen was a teacher in mathematics and physics for eight years at secondary schools. The last twenty years he trained programmers in Oracle-software. He worked almost five years as trainer for Oracle and ...
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Calculus AB: Applications of the Derivative The general procedure for curve sketching is based on the material learned in the last few sections. Essentially, the first and second derivatives are used to determine which of the following pieces will be used where to form the graph: Figure %: The Four Easy Pieces Then, ...
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e P 9B-1 : The Ideal Rankine Power Cycle 12 pts Water is the working fluid in a Rankine Cycle. Superheated vapor enters the turbine at 480°C. The net power output of the cycle is 100 M...
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Submit Your Own GMAT Math Questions - Get GMAT Club Tests Author Message TAGS: Re: Submit Your Own GMAT Math Questions - Get GMAT Club Tests [#permalink] 03 May 2013...
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polar forms September 10th 2007, 10:25 AM #1 Member Joined Aug 2007 Posts 96 polar forms how can i express (1+i)/(sqrt(3)+i) in the x+iy form? Also, using those two smaller expressions, i must show that cos(pi/12) = (sqrt(3)+1)/(2sqrt(2)) and sin(pi/12) = (sqrt(3)-1)/(2sqrt(2)) another one, i must s...
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Integral containing something over the root of x²-a² June 30th 2010, 02:10 PM #1 Member Joined May 2010 Posts 241 Integral containing something over the root of x²-a² Hi there, I'm facing this problem which I couldn't solve. The statement says: Evaluate the next integrals, expressing it previous...
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quick differentiating question how would I partially differentiate 1-x/(x^2+y^2) with respect to y and -y/(x^2+y^2) with respect to x. Hello, $1-\frac{x}{x^2+y^2}$ x is treated as a constant since you differentiate with respect to y. So $\frac{\partial}{\partial y} \left(1-\frac{x}{x^2+y^2}\right)=-x \cdot \frac{\part...
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Different questions about Equations November 15th 2006, 05:46 AM Fnus Different questions about Equations Hi, this might be really simple, but I just don't get it, so I'd like some help ^^ Question 1: 'Part of a garden consist of a square lawn with a path 1.5 metres wide around its perimeter. If the law...
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counting numbers... November 14th 2011, 10:31 AM slapmaxwell1 counting numbers... ok so here goes.... the digits 3, 6, 7 and 8 will be used without repetition to form different 3 digit numbers. of all such numbers how many are greater then 500? A. 6 B. 12 C. 18 D. 24 E. 48 i just ...
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ria Solutions of Univariate Polynomials Continuation Next we examine a polynomial of degree 3: poly: x^3 + x^2 - 8*x - 12; The computation of the zeroes is straightforward: sol: solve (poly=0, x); [x = 3, x = - 2] The answer is again written as a list of two equations. We know that for an equation of third d...
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Equivalence Relations Proof November 10th 2009, 09:00 AM nataliemarie Equivalence Relations Proof For homework I am supposed to prove a proposition that says: Assume we are given an equivalence relation on set A. For a1 and a2 in A either [a1] = [a2] or [a1] intersect [a2] = the empty set. where [a1] mea...
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Math Help November 23rd 2009, 02:38 AM #1 Summation My textbook states. $-2\sum_{i=k-4}^{2}i=-(7-k)(k-2)$ But I got the summation to equal -2k+4. I don't see how the textbook got the LHS to equal to the RHS. Thanks in advance. Last edited by Simplicity; November 23rd 2009 at 02:58 AM. $S_n=\f...
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Evaluating this integral February 9th 2009, 06:02 PM #1 Junior Member Joined Jan 2009 Posts 74 Evaluating this integral The integral of 1/(x-3)(x+2) The answer is 1/5 ln |x-2/x| + C I split it up to be A/(x-3) + B/(x+2) = (Ax+2A+Bx-3B)/(x-3)(x+2) = (x(A+B)+2A-3B)/(x-3)(x+2). Then I set A+B = 0 s...
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calculus 2/integrals August 28th 2007, 10:17 AM #1 Member Joined Aug 2007 Posts 148 calculus 2/integrals Hi everyone, Can you please tell me if this is correct and if it isn't can you give me a hint or explain to me why it is wrong? Evaluate the following integrals: X/(X^2+1)^2dx u=x^...
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Vector Field Problem June 17th 2010, 03:48 PM #1 Newbie Joined Jun 2010 Posts 2 Vector Field Problem This is a word problem that was given to my group as a project and the problem itself is rather lengthy so I will give the portions that are relevant to the problem. The set up to the problem is that...
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Differentiable April 22nd 2007, 12:10 PM #1 Newbie Joined Mar 2007 Posts 21 Differentiable Determine if each function is differentiable at x=1. If it is find the dirivative, if not explain y not. a) f(x) = { 3x-2 if x<1 and x^3 if x >=1 b) f(x) = { 2x+1 if x<1 and x^2 if x>=1 We are differ...
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Absolute Value Equations December 21st 2008, 11:55 AM #1 MHF Contributor Joined Jul 2008 From NYC Posts 1,489 Absolute Value Equations It's final exam week. Our teacher is reviewing the material given in class this long semester. However, there are questions that he did not have time to go over but t...
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Limit of ln(cosx)/x^2 Can any help me with this. I need to solve this without L'Hopital's rule. $\lim$$($$\ln$$($$\cos$$($$x$$)$$)$$/$$x^2$$)$ when x->0 Thanks in advance We start from the 'infinite product'... $\cos x= \prod_{n=0}^{\infty} (1-\frac{ 4 x^{2}}{\pi^{2} (2n+1)^{2}})$ (1) ... and from (1) we obtain... $\l...
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probability help..poisson process March 24th 2011, 06:47 AM #1 Newbie Joined Mar 2011 Posts 2 probability help..poisson process During normal working hours, the help desk of a car repair company(also repairs small amount of motorbikes) receives telephone calls according to a Poisson process at the ra...
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Is this an equivalent definition for injection? October 1st 2012, 11:32 AM #1 Junior Member Joined Jul 2010 From NJ Posts 68 Is this an equivalent definition for injection? I recently had problem set which asked to prove that if for any $A, B \subset X$, we have $f(A \cap B) = f(A) \cap f(B)$ the...
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Arithmetic series - stuck! May 22nd 2012, 11:42 AM #1 Newbie Joined May 2012 From London Posts 7 Arithmetic series - stuck! Hi all, just joined and introduced myself in the lobby. I have two questions which I have not been able to do the workings out for. I understand the formula to calculate ar...
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Which representative of the antiderivative class is used for the area? August 20th 2011, 10:41 PM #1 Member Joined Aug 2010 Posts 130 Which representative of the antiderivative class is used for the area? In rigorously defining the antiderivative as an operator from a function to a class of functions (he...
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Complex no: Where did I go wrong November 16th 2012, 10:57 PM Tutu Complex no: Where did I go wrong Another one! I'm really sorry. This time I'm not sure where I went wrong. Express in polar form, (1/(sqrt(21) - sqrt(7)i)*) Conjugate, so I got (1/(sqrt(21) + sqrt(7)i)) Let z = sqrt(21) + sqrt(7)i ...
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Solids of Revolution February 13th 2009, 08:11 AM omgeezy Solids of Revolution Really need help, need to check my answers. These are parts of a review so.. #1 Region M is bounded by the x-axis, x=4 and the graph of $LN(x)$ is the interval 1 to 4? a) find the volume of the solid created by revolvin...
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5.2.6. Planarly embedded graphs, maps, and faces Learning objectives Planar graphs and planar embeddings Bidirected graphs and maps Face cycles and faces Order preserving embeddings and planar maps The functions Is_Plane_Map() and PLANAR() Graphs serve for recording relationships between objects. To store graphs in a...
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Algebra by Amiszatu Aminata Kamara Week II Assignment 22 November 2012 This week assignment required to solve problem 68 on page 539 of Elementary and Intermediate Algebra. There are three part to this assignment and the first part is as follows; The accompanying graph shows all of the possibilities for the number of r...
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A set of n positive numbers. Find the largest possible value of n. May 16th 2012, 12:35 PM wannabebrainiac A set of n positive numbers. Find the largest possible value of n. Sorry I'm new to the forums and I'm not sure if this belongs here but some help on this one would be greatly appreciated. Thanks in advance...
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Algebra, Problems For Fun (38) August 2nd 2009, 06:44 PM #1 MHF Contributor Joined May 2008 Posts 2,295 Thanks 7 Algebra, Problems For Fun (38) Let $R$ be a ring which is not necessarily commutative or with identity element. Suppose that there exists an integer $n \geq 0$ such that $2x = 0$ and $x^{2...
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Posts about Benidorm on Xi'an's Og Since Bayes factor approximation is one of my areas of interest, I was intrigued by Xiao-Li Meng’s comments during my poster in Benidorm that I was using the “wrong” bridge sampling estimator when trying to bridge two models of different dimensions, based on the completion (for $\thet...
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SparkNotes: SAT Subject Test: Math Level 1: Explanations 12.1 Logic 12.5 Key Formulas 12.2 Sequences 12.6 Review Questions 12.3 Limits 12.7 Explanations 12.4 Imaginary and Complex Numbers Explanations 1. C If a statement is false, the contrapos...
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Variety of questions... June 2nd 2007, 04:04 PM Danielisew Variety of questions... Hey, i really need help with some kinds of questions and appreciate greatly any help I can get! I got a real GCSE test coming up on Monday! (I live in the UK...) Thanks :) Q1: Below is a rough graph that shows a circle of rad...
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G(x) in respect to F(X) March 17th 2009, 03:41 PM #1 Let g and h be any two twice-differentiable functions that are defined for all real numbers and that satisfy the following properties for all x: (I) $(g(x))^2$+ $(h(x))^2$=1 (II) $g'(x)=(h(x))^2$ (III) $h(x)>0$ (IV) $g(0)=0$ (a)Prove that $...
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tion Uniform Circular Motion Uniform circular motion means that a particle is traveling in a circular path at constant speed. For an object of mass m to execute uniform circular motion with speed v and radius r, it must be subjected to a net force that i. is always directed centripetally, i.e. in towards the center ...
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Discussions taking place on other forums [Protection] 09-12-2012 12:00 PM #31 Theorydin 09-12-2012 09:57 AM #30 Theorydin 09-12-2012 09:30 AM #29 Established Registrant 09-12-2012 09:26 AM #28 Son of Megatron 09-12-2012 09:23 AM #27 Theorydin 09-12-2012 08:58 AM #26 Established Registrant 09-12-2012 08:53 AM #25 ...
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Problem 30 Show that $\sum_{n=1}^{\infty}nx^{n-1} = \frac{1}{(1-x)^2}$ for $|x|<1$without differenciating the geometric power series. Let $S_n=\sum_{k=1}^nkx^{k-1}$ We have $S_n=1+2x+3x^2+\ldots +nx^{n-1}$ (1). Multiplying (1) with $x$ we have $xS_n=x+2x^2+3x^3+\ldots +(n-1)x^{n-1}+nx^n$ (2) Substracting (2) from (1) ...
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QUADRATIC EQUATIONS TUTORIAL for Physical Sciences In physics, mathematics is used continuously. As the maths gets more tricky, it seems to lose familiarity and maths classes seem to have nothing to do with the maths in physics. Maths classes seem only to use "x, y, z" whereas physics seems to use "s, v, t, a" and ot...
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Germfarm math March 11th 2008, 02:09 AM #1 Junior Member Joined Mar 2008 Posts 51 Germfarm math in a germfarm the germs increase exponentically that means after every 20 minutes the germs double in quantity. a) at 12 oclock the germs are 700. how many are they at 15 oclock? B) how many where th...
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Derivative/Tangent Line Question September 17th 2007, 09:57 PM #1 Junior Member Joined Jun 2007 Posts 26 Derivative/Tangent Line Question 1. Find an equation of the tangent line to the graph of f at the indicated point. f(x) = 1/x+1 (0,1) 2. Find an equation of the line that is tangent to t...
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Using Excel Formulas to Rank Ordered Lists March 6, 2010 5:14 PM Subscribe Excel question: I have a list of values, sorted from lowest to highest. I want to rank them. But I have a specific issue with regard to ties, and I'd like to be able to craft an Excel formula which will deal with this automatically, if possibl...
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Classical Information Other Links: The 1948 paper that founded Information Theory, by mathematician Claude E. Shannon of Bell Labs. A series of lectures by David MacKay explaining Information Theory. MacKay has also published an on-line text, Information Theory, Inference, and Learning Algorithms An on-lin...
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Find the value of 'trig of inverse trig' questions $tan(arccos(\frac{\sqrt2}{2})) = tan(\frac{\pi}{4}) = 1$ what you need to notice: $cos(\frac{\pi}{4}) = \frac{\sqrt{2}}{2}$ what you need to remember: $arccos(cos(x)) = cos^{-1}(cos(x)) = x$ $\ therefore arccos(cos(\frac{\pi}{4})) = arccos(\frac{\sqrt{2}}{2})$ so, $\fr...
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How to manually find a square root How to manually find a square root Here is an almost-forgotten art: one that, with the advent of electronic calculators, will likely survive to the twenty-first century only on paper and in the memorie...
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Homework Help Posted by Anonymous on Sunday, January 16, 2011 at 7:22pm. solve for u, u=sqrt -u+6 u=-u+6 • algebra - helper, Sunday, January 16, 2011 at 7:38pm do you mean u = (sqrt(-6 + u)) please use the word 'sqrt' and put in () what is included under the radical we will be able to assis...
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A quintic equation! August 28th 2009, 10:27 AM #1 MHF Contributor Joined May 2008 Posts 2,295 Thanks 7 A quintic equation! Solve this quintic equation: $x^5+ax^3 + \frac{1}{5}a^2x + b = 0, \ \ a,b \in \mathbb{R}.$ Note: You don't have to find the roots. Just show us how to find them! Let me...
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Develop algebraically an equation... August 27th 2008, 01:02 AM #1 Newbie Joined Aug 2008 Posts 14 Develop algebraically an equation... that related the height of students arm span to their height. I have collected the arm span and height in cm of 15 students in my class and have graphed them in a scatte...
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Proof involving Wilson's theorem. December 10th 2010, 10:07 PM HelloWorld2 Proof involving Wilson's theorem. Hey, I was just wondering gif someone could help me prove the following. ((p-1)/2)!)^ 2=(+ or -) 1 mod (p), where p is prime. THanks December 11th 2010, 02:39 AM tonio Quote: For p...
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what is jk? August 19th 2012, 02:03 PM slapmaxwell1 what is jk? ok so here we go... we have the set up which states that only students within a certain range, can use the trombone... so 95 is less than equal to T which is less than equal to 185.. now this next part i found on the internet...but it...
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Homework Help Posted by Elaine on Wednesday, September 19, 2012 at 8:51am. Bob jumps from a 2.0 m high table and wants to jump over a 0.85 m radius ball. How fast must Bob move horizontally to not land on the ball? If we use kinematics equations for projectile, the answer is 2.66 m/s; however, with this velocity the ...
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Where do I start? McLauren series February 27th 2009, 03:51 PM thehollow89 Where do I start? McLauren series f(x) = (x - sinx)/x^3 if x doesn't equal 0 1/6 if x = 0 Where do I start? I was thinking 1/x^2 - sinx/x^3 and then manipulate the sinx series, but I'm not sure if that's what I'm supposed to do. ...
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find the general solution April 7th 2009, 02:19 PM #1 Member Joined Feb 2008 Posts 125 find the general solution Find the general solution using the method of elimination x'=x+2y+z y'=6x-y z'=-x-2y-z I used a matrix and found D^3 + D^2 - 12D=0 and then I think x(t)= A + Be^(-...
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Probability (Bridge Hands) September 13th 2007, 06:01 PM #1 Newbie Joined Sep 2007 Posts 3 Hello this is my first posting so I hope I'm doing everything right! Okay so here is the question ---------------------------- What is the probability that a Bridge Hande (13 cards) contains: a) 4 s...
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Exercises Chapter6: Time Value of Money Concepts Exercises An alternate exercise and problem set is available on the text website: www.mhhe.com/spiceland6e E 6-1 Future value; single amount ● LO2 Determine the future value of the following single amounts: E 6-2 F...
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Peak of graph January 21st 2010, 04:28 AM #1 Junior Member Joined Jan 2010 Posts 42 [Solved] Peak of graph I read somewhere that you can get the coordinates for the peak of a quadratic equation by just rearranging the equation. I forgot how it was done though. Something like $y=(x+p)^2+q$ is th...
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Please HELP with Circle segment question June 5th 2008, 08:26 PM #1 Newbie Joined Jun 2008 Posts 5 Please HELP with Circle segment question I have tried some many times and failed been working on this for days still can crack it. Any help will be appreciated. A flexible wire PQRS, of total len...
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Please help simplify (x+y) / (x-y) April 13th 2013, 09:29 PM #1 Newbie Joined Mar 2013 From A Posts 3 Please help simplify (x+y) / (x-y) Hi, According to wolfram alpha x+y / x-y can also be represented as [-(2x)/(y-x)] -1 When it is in this form it works for me I just can't seem to get i...
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A METHOD FOR THE ESTIMATION OF VARIABLES OF PERMANENT MAGNET MOTOR STATE - POLITECHNIKA GDANΉSKA Title: A METHOD FOR THE ESTIMATION OF VARIABLES OF PERMANENT MAGNET MOTOR STATE Document Type and Number: WIPO Patent Application WO/2010/016782 Kind Code: A1 Abstract: A method for the estimation of variables of per...
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Trig Expressions and Identities. March 22nd 2009, 06:45 PM amanda0603 Trig Expressions and Identities. Hey all if you could please help i would be so grateful! 1. Mulitply and simplify- cosXsinX(secX-cscX) I got 1 by turning it into 1 but Im not 100% sure. 2. Simplify expression- (15tanXcsc...
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How to calculate the December 30th 2009, 12:36 PM Hamster Jam How to calculate the ...solution of a congruence with modulo notation from the reciprocal Hey guys, new to the forum. I have been looking through my notes and I am stuck on an area of my number theory module. I understand the modulo notati...
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[no subject] Notice: On March 31, it was announced that Statalist is moving from an email list to a forum. The old list will shut down on April 23, and its replacement, statalist.org is already up and running. [Date Prev][Date Next][Thread Prev][Thread Next][Date Index][Thread Index] [no subject] I believe the basic...
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limit points of Aintersect B, closure of (AintersectB) I was given a problem from my book. a) If y is a limit point of AUB, show that y is either a limit point of A or a limit point of B. b) Prove that (AUB) closure=A closureUBclosure c) Does the result about closures in b)extend to infinite unions in s...
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8 Steps to creating an X-bar and s control chart The 8 steps to creating a $\bar{X}$ and s control chart Once you decide to monitor a process and after you determine using an $\bar{X}$ & s chart is appropriate, you have to construct the charts. The $\bar{X}$ & R charts use the range as an approximation of the variat...
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If the volume of a right circular cone is reduced by 15% by reducing its height by 5% September 13th 2013, 05:49 PM #1 Newbie Joined Sep 2013 From Cebu City Posts 12 If the volume of a right circular cone is reduced by 15% by reducing its height by 5% If the volume of a right circular cone is reduced...
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Abelian factor group October 7th 2007, 08:16 PM #1 Super Member Joined Mar 2006 Posts 705 Thanks 2 Abelian factor group Prove that a factor group of an Abelian group is Abelian. I'm a bit confused by the whole factor group affair, now I assume G is an Abelian group, and suppose that H is a facto...
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Jump-diffusion mean November 30th 2005, 04:01 AM #1 Newbie Joined Nov 2005 Posts 3 Jump-diffusion mean I have a problem calculating the mean for the following probability distribution, exp(sum(X)) where the sum is Poisson-distributed with intensity lamda and X is a normal distribution with mean...
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