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Trigometric Identity Help April 14th 2008, 09:23 PM #1 Newbie Joined Apr 2008 Posts 21 Trigometric Identity Help Just started learning about some Identities in class and quite haven't got the hang of it yet. Some Help for the following is much appreciated. 4sin(x/4)cos(x/4)cos(x/2)=sinx tan2x+s...
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-Stein Matrix Equation Abstract and Applied Analysis Volume 2013 (2013), Article ID 824641, 8 pages http://dx.doi.org/10.1155/2013/824641 Research Article A Note on the -Stein Matrix Equation Center for General Education, National Formosa University, Huwei 632, Taiwan Received 16 May 2013; Revised 16 July 2013; Acc...
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Elementary derivation of the Lense-Thirring precession 3related to the electric current density   j , creates a dipole magnetic field  H  =3 n ( n ·  µ ) −  µr 3 . Equations (1) indicate that the gravitational analog of the electric current density is − 4 Gρv . Therefore the gravita-tional anal...
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Probability: Finding n and p. December 2nd 2011, 10:03 AM chutiya Probability: Finding n and p. I am preparing for my finals and came across this question: $\text{Let p be the probability that the vaccine is a success in any patient.}$ $\text{Find the sample size n and p required to be 95 percent assure...
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MathGroup Archive: November 2006 [00615] [Date Index] [Thread Index] [Author Index] Re: Why does this lead to an answer with complex numbers? • To: mathgroup at smc.vnet.net • Subject: [mg71465] Re: Why does this lead to an answer with ...
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Find Slope of Each Tangent October 28th 2013, 07:10 PM #1 Find Slope of Each Tangent From the point (0,-5), tangent lines are drawn to the circle (x-3)^2 + y^2 = 4. Find the slope of each tangent. I want the steps only. Thank you. Re: Find Slope of Each Tangent Hey nycmath. We can't you the com...
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Realizability of irreducible representations of dihedral groups up vote 9 down vote favorite 2 Consider a dihedral group of degree n and order 2n. Its two-dimensional irreducible representations can be realized over the field $\mathbb{Q}(\cos(2\pi/n),\sin(2\pi/n))$, with the usual action by rotations and reflections. ...
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Trouble with tests of divergence... Help me see the bigger picture! September 16th 2013, 06:42 AM #1 Newbie Joined Apr 2013 From United States Posts 22 I am having trouble with a couple of convergence/divergence tests for series. So far in class we've talked about the following: □ nth-term test ...
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Question - Relationship Between the Roots of a Cubic Equation and its Coefficients. May 14th 2013, 10:32 AM Qwob Question - Relationship Between the Roots of a Cubic Equation and its Coefficients. My problem comes from the Further Pure Maths 2 textbook from AQA (UK exam board - A-Level). Page 28 of the text...
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Problem with integration March 29th 2009, 07:53 AM #1 Junior Member Joined Oct 2008 Posts 69 Problem with integration Hello, I am currently working on a problem that requires the integration of an expression that I can't seem to figure out. The problem goes: Integral from 0 to 2 of: (((t^2)+2t+2)/((...
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Statistics Question (Probability) May 18th 2007, 08:01 AM margaritas Statistics Question (Probability) Hi I dont really get the following so thanks if anyone could help: A biased cubical die has faces numbered 1, 2, 3, 4, 5, 6 and X denotes the number obtained when the die is tossed once with probabilities...
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proof of similar matrices June 29th 2011, 11:00 AM #1 MHF Contributor Joined Nov 2008 Posts 1,401 proof of similar matrices A is a 2x2 matrices $A^2=-I$ and there is a transformation for which $T^2=-I$ there is a basis B={v,T(v)} for which $[T]_B$= (0 1) (-1 0) prove that A i...
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Mathematical Induction July 16th 2007, 04:37 PM #1 Junior Member Joined Jun 2007 Posts 40 Mathematical Induction What is wrong with this "proof"? "Theorem" For every positive integer n, $\sum_{i=1}^n i = (n+1/2)^2/2$ Basic step : The formula is true for n = 1 Inductive Step: Suppose that $...
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the encyclopedic entry of infinitude In number theory , Hillel Furstenberg's proof of the infinitude of primes is a celebrated topological proof that the integers contain infinitely many prime numbers . When examined closely, the proof is less a statement about topology than a statement about certain proper...
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Math Help November 3rd 2006, 10:09 PM #1 Junior Member Joined Oct 2006 Posts 71 finace You need $10,000 in 8 years. i) What amount should you deposit at the end of each quarter at 6% per annum, compounded quarterly, so that you will have the required $10,000? ii) What quarterly deposit is re...
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Using Parameterization to find Speed November 13th 2009, 07:38 PM #1 Member Joined Jul 2007 Posts 75 A particle moves with its position given by x=cos6t and y=sint , where positions are given in feet from the origin and time t is in seconds. Find the speed of the particle. I took the derivative o...
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Proposition 9 If the side of the hexagon and that of the decagon inscribed in the same circle are added together, then the whole straight line has been cut in extreme and mean ratio, and its greater segment is the side of the hexagon. Let ABC be a circle, and of the figures inscribed in the circle ABC let BC be the s...
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Basic Econometrics in R and SAS November 27, 2011 By Matt Bogard Regression Basics y= b0 + b1 *X ‘regression line we want to fit’ The method of least squares minimizes the squared distance between the line ‘y’ and individual data observations yi. That is minimize: ∑ e[i]^2 = ∑ (y[i ]- b[0] - b[1] X[i] )^2 with...
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[ -0.041748046875, 0.01190185546875, 0.0277099609375, 0.0034942626953125, 0.005889892578125, 0.05712890625, 0.0257568359375, 0.03662109375, 0.056884765625, -0.028076171875, 0.0294189453125, -0.03515625, 0.044677734375, -0.0546875, -0.03759765625, 0.12158203125, -0.017578125, -0.06738...
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the encyclopedic entry of hydrodynamics In hydrodynamics , a plume is a column of one fluid moving through another. Several effects control the motion of the fluid, including momentum, buoyancy and density difference. When momentum effects are more important than density differences and buoyancy effects, the plume ...
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simultaneous system May 7th 2008, 09:18 AM #1 Newbie Joined May 2008 Posts 1 Hi everyone, new to this site! I have a homework question that I am stumped on. I am trying to solve the system by elimation. x + y = 5 and x - y = 1 I can solve by substitution, but by elimation confuses me. Ca...
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Dedekind Cuts? October 31st 2007, 10:41 AM #1 Newbie Joined Oct 2007 Posts 2 Dedekind Cuts? Given a real number a, define S≡{x|x in Q, x < a}. Prove that a = sup S using dedekind cuts. Here is a summary of the proof I used: If ∃ B|B is an upper bound of S and B < a then (B+a)/2 is not in S....
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Sum of positive divisor April 14th 2008, 08:30 PM #1 Junior Member Joined Mar 2008 Posts 33 Sum of positive divisor Need help on the following: Show a positive integer $n$ is composite iff $\sigma(n) > n + \sqrt{n}$. $\sigma(n)$ denote the sum of positive divisor of n. Thank you for your he...
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differential equation problem March 20th 2009, 04:25 AM #1 Newbie Joined Feb 2009 Posts 22 I almost have the answer but I can't quite get there. Differential equation is dH/dt= (40-H)^2/100 I solved it through here: H= 40 - 200/(2t + 5) However, when I plug in a value t=5 I get the...
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Polynomial Rings - Z5[X]/<p(x)> April 5th 2013, 03:51 PM #1 Polynomial Rings - Z5[X]/<p(x)> Compute the multiplicative inverse of $a(x) = \overline{x^2 + x + 1}$ in $\mathbb{Z}_5/<p(x)>$ where $p(x) = x^3 + x^2 + x + 1 = (x^2 + 1)(x +1)$. Re: Polynomial Rings - Z5[X]/<p(x)> Because $x^3+x^2+x+1=0$, we...
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Hot Rod Forum : Hotrodders Bulletin Board - View Single Post - Does This Really Work? Tire Balancing Beads Take a baton, it has a heavy and light end. place it on a finger. When it is balanced the light end is farther from your finger and the heavy end is closer. That demonstrates the center of Rotational balance, not...
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Series and term of series • /r/learnmath Series and term of series (self.learnmath) submitted by nodiaque sorry, this has been archived and can no longer be voted on Hello everyone, I'm having a headache figuring the term of a series. I know what I must do, but the algorithm I must evaluate to figure out the ter...
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Challenging problem!!!!!!! Really difficult January 2nd 2013, 09:48 AM #1 Newbie Joined Dec 2012 From Pakistan Posts 8 Challenging problem!!!!!!! Really difficult A person is trapped in a dark cave with three ways out. One of them leads to safety after 2 hours of travel while the other two would retu...
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Similar figure problem August 19th 2012, 06:00 PM william24 Similar figure problem Find the unknown in each of the following pairs of similar figures. Attachment 24550 My solution: Area of DEF = 4^2 Area of ABC = 6 6x4cm^2/Area of ABC^ =4/6x4/6 Is this right? What is the correct answer? ...
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5. Multiplication and Division of Radicals Later, on this page... When multiplying expressions containing radicals, we use the following law, along with normal procedures of algebraic multiplication. `root(n)axxroot(n)b=root(n)(ab)` Example 1 (a) `sqrt5sqrt2` (b) `sqrt33sqrt3` Example 2 (a) `root(3)6root(3)...
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Proof - What conditions are necessary on q for it to be a divisor of a^p+1 if... March 16th 2009, 01:06 PM #1 Member Joined Mar 2009 Posts 76 What conditions are necessary on q for it to be a divisor of a^p+1 if p and q are both prime? Last edited by Jhevon; March 18th 2009 at 03:00 PM. Reason: Resto...
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d'alembert solution Help May 14th 2010, 04:46 PM #1 Hi I have been trying to figure out how this method works. Searched the forum but got no results. Have attached an example Im trying to do. If someone could show me it would be great. Or even show me a similar example worked out. Thanks in advance!...
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I need help with coordinate geometry! • /r/cheatatmathhomework I need help with coordinate geometry! (self.cheatatmathhomework) submitted by Player--1 sorry, this has been archived and can no longer be voted on So here's the question. The distance of point X (k,2) from the line y=x+4 is four. Give the possible valu...
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Llimits for a nested integral March 2nd 2009, 09:27 PM #1 Member Joined Oct 2007 Posts 159 Llimits for a nested integral I need to set up the double integral (but not solve) that applies to: For the volume of the solid below the graph of f(x,y) = 25 - x^2 - y^2 and above the plane z = 16 Would ...
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Proabability problem January 6th 2008, 10:40 AM #1 Newbie Joined Jan 2008 Posts 5 Hi all, I`ve got an exam coming up in just over a week which will contain a question like this one. From the attached Venn diagram work out 1) Determine P(A) and P(B) 2) Determine P(B|A) and P(A|B) 3) Deter...
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Two matrix determinant questions January 28th 2010, 06:56 AM Fwahm Two matrix determinant questions I have two problems I've been assigned to assist in studying for an exam, but I can't figure out how to proceed. The first one is: Prove the following: |1 a bc| --|1 a a^2|----------------- |1 a a^2| ...
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Contractibility of Finite Topological Space February 26th 2009, 05:43 PM joeyjoejoe Contractibility of Finite Topological Space I'm looking for a way to show that a finite topological space with some prescribed topology is a contractible space. I understand the definition well enough: I need two continuous funct...
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[ -0.0279541015625, -0.01495361328125, -0.037841796875, 0.02392578125, -0.11328125, 0.09326171875, 0.0927734375, -0.03662109375, 0.01220703125, 0.03515625, -0.0247802734375, 0.01507568359375, 0.04736328125, -0.00634765625, 0.058837890625, 0.058837890625, -0.025146484375, -0.040039062...
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8. Orbits Astronomy 626: Spring 1997 In n space dimensions, many orbits can formally be decomposed into n independent periodic motions. Such regular orbits may be represented as winding paths on an n-dimensional torus. On the other hand, irregular or stochastic orbits defy any such representation; such orbits may wan...
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[ -0.0732421875, -0.03515625, 0.0233154296875, 0.057861328125, -0.033935546875, 0.062255859375, -0.0274658203125, -0.03173828125, 0.058349609375, -0.0194091796875, 0.01806640625, 0.042724609375, -0.032470703125, -0.045654296875, -0.03173828125, -0.07666015625, -0.051025390625, 0.0551...
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Rational Expressions and Radical Expressions July 9th 2009, 07:33 PM #1 Junior Member Joined Jul 2009 Posts 43 Rational Expressions and Radical Expressions I just want to check my answers with someone because im not sure i am correct... 1. 12u cubed/7v to the fifth * 14v squared/3u = 8 u squared...
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Brazilian Journal of Chemical Engineering Services on Demand Article Indicators Related links Share Print version ISSN 0104-6632 Braz. J. Chem. Eng. vol.29 no.3 São Paulo July/Sept. 2012 http://dx.doi.org/10.1590/S0104-66322012000300014  ...
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Help Natural Logs Hi, please help solve the equation f'(x) = 0 f(x)= (ln x +2x) ^ 1/3 thanks thelazyman Given the function, $f(x)=(\ln x+2x)^{1/3}$ Then, by the Generalized Exponent Rule, $f'(x)=(1/3)(1/x+2)(\ln x+2x)^{-2/3}$ But $f'(x)=0$ Thus, $(1/3)(1/x+2)(\ln x+2x)^{-2/3}=0$ thus, $(1/ x+2)=0$ because $(\ln x+2x)^...
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Math Help - Calculus - Construction of the Riemann Integral Technical Tutoring Home · Site Index · Advanced Books · Speed Arithmetic · Math Index · Algebra Index · Calculus Index · Trig Index · Chemistry Index · Gift Shop · Harry Potter DVDs, Videos, Books, Audio CDs and Cassettes · Lord of the Rings DVDs, Videos, B...
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Math Help March 6th 2010, 11:13 PM #1 Member Joined May 2009 Posts 86 order and degree OKay, this is really a trivial doubt. However i need a clarification. Find the order and degree of the following: a) y'' + (1 + (y')^3 )^(1/2) = 0 where y' is the first derivative and y'' is the second deriva...
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Solving trigonometric equations. December 30th 2011, 04:27 PM #1 Solving trigonometric equations. Hello The question was: Solve the following on the interval $0\leq x \leq 2\pi$. Give your answers to 3 sf. $2\cos\theta - \sin\theta = 1$ I was able to solve this using the harmonic form, express...
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Maximal Ideals January 27th 2011, 06:45 AM mulaosmanovicben Maximal Ideals Prove <x^2+1> is maximal in R[x] R[x] = {all polynomials with real coefficients} <x^2+1> = {f(x)*(x^2+1) ; f(x) is from R[x]} Could you guys give me some hints? I am not really sure how to even start this. This exact proble...
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Exact and inexact differentials Next: Statistical thermodynamics Up: Heat and work Previous: Quasi-static processes Exact and inexact differentials In our investigation of heat and work we have come across various infinitesimal objects such as Consider the purely mathematical problem where which can also be w...
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volume of parallelepiped w/ adjacent edges February 23rd 2009, 11:29 PM rcmango volume of parallelepiped w/ adjacent edges P(2, 0, -1), Q(4, 1, 0), R(3, -1, 1), S(2, -2, 2) must find the volume of the parallelepiped with adjacent edges PQ PR and PS. I tried setting it up and i still didn't come out wit...
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Physics(Please check, thanks) Posted by Hannah on Wednesday, June 20, 2012 at 6:13pm. A football player kicks a ball with a speed of 25m/s at an angle of 40 degrees relative to the horizontal. Ignore air resistance. 1) What is the ball's range? R= V0^2 sin Q / g Is this the correct equation to use? • Physics(Plea...
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Help with rearranging formula June 11th 2009, 10:41 AM Tino1210 Help with rearranging formula Hello, Im looking for some guidance in rearranging formula. Need to ask if what I'm doing is right? 1) 4 (^x+1) = 6 ^0.5x , find x ln4 (^x+1) = ln6(^0.5x) x+1(ln4) = 0.5xln6 1.38x +1.38 = 0.895x 1.3...
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Liquidity Measurement Ratios: Cash Conversion Cycle | Investopedia By Richard Loth (Contact | Biography) This liquidity metric expresses the length of time (in days) that a company uses to sell inventory, collect receivables and pay its accounts payable. The cash conversion cycle (CCC) measures the number of days a com...
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Maximization Problem Help March 17th 2008, 04:10 PM lionpants Maximization Problem Help Here's my question... A Norman window, one that is formed by placing a semicircle on top of a rectangle, still remains a popular architectural feature. If the perimeter of the window is 300cm, find the radius of the ...
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how to integrate this?? April 5th 2009, 12:54 PM #1 Junior Member Joined Oct 2008 Posts 29 how to integrate this?? im trying to integrate the function $x(1-x)$ which is $x-x^2$. if I make u=x^2 or u=x-x^2 for u-substitution it never turns out right though.. please someone help u-substitution?! this ...
4
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Miscellaneous Theorem in Linear Algebra June 2nd 2012, 05:24 AM #1 Junior Member Joined Apr 2010 Posts 25 Thanks 5 Miscellaneous Theorem in Linear Algebra Hi, I have come across the following result in a book: GL[n](F[p]) ⊇ F^*[p^n] Does anyone know if this has a name or even know h...
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Latin American applied research Servicios Personalizados Articulo Indicadores Links relacionados Bookmark versión impresa ISSN 0327-0793 Lat. Am. appl. res. v.33 n.2 Bahía Blanca abr./jun. 2003   An optimal approach to the multiple-depot heterogeneous vehicle routing problem with time window and capacity constr...
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Z transforms problem October 30th 2006, 11:01 AM jmytil Z transforms problem Please, any help with this problem on Z trabsforms: A man's assets in connection with time k (in years) are c(k) and his expenses are e(k). They both satisfy the diff. equations c(k+1)=1,5c(k)-e(k) and e(k+1)=0,21c(k)+0,5e(k). ...
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Sums involving functions of the form y=a^x February 16th 2011, 05:55 AM #1 Member Joined Jan 2011 Posts 88 Sums involving functions of the form y=a^x I have my calculus 2 midterm today, and after going through the chapters I have found the only reccuring issue I have is with functions of the form $y=a^x$...
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Math Help January 8th 2009, 12:40 AM #1 Newbie Joined Jan 2009 Posts 10 set arc Hi i am french and i want an help on my math exercise (math are the same thing in every language), thank you for your good will. below my exercise and my beginig of reponse [tex]5.On considers the set arc[tex] \ ga...
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Computing a Δ-complex homeomorphic to S^2 February 7th 2011, 03:58 AM #1 Junior Member Joined Oct 2010 Posts 31 Computing a Δ-complex homeomorphic to S^2 I'm not very topology-savvy, and the best I could come up with was: Identify two (2-dimensional) closed discs to be the upper and lower hemisphere...
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Weakly Cauchy Let X be a reflexive normed linear space.Then show that X is weakly complete..i'e;Every Cauchy sequence is weakly convergent.. Pick a weak Cauchy sequence $(x_n)$ and call $(\hat{x}_n)$ its corresponding sequence in the double dual then for any $l\in X^*$ we have, since Cauchy sequences are bounded, $|\h...
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[SOLVED] Finding stationary points. September 25th 2009, 02:06 PM #1 Member Joined Jul 2009 Posts 149 [SOLVED] Finding stationary points. so i have a function $f(x,y) = x^2+3y^2-y^3+5$ I want to find the stationary point $f_x = 2 , f_y = 6y-3y^2$ so stationary point is at (0,2) ?? ...
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Lebesgue measure of some spaces... April 10th 2009, 12:12 PM Moo Lebesgue measure of some spaces... Hi, Again, I've seen these questions in some other forums, and I wonder how it is solved... 1. Let A be the set of x in [0,1] such that the decimal expansion of $x^2$ does not contain any 9. Wha...
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Complex number February 14th 2011, 05:52 AM MichaelLight Complex number Under the section of complex number, i faced 2 questions which i couldn't answer... Here they go... -Show that x=1-2i is a root of the equation x3-3x2+7x-5=0. Hence, find all the roots of the equation. -Express Attachment 20803 in ...
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integral with lne $\int_{\ln e}^{\ln {e^3}} {\frac{{{e^{\frac{2}<br /> {{{x^2}}}}}}}<br /> {{{x^3}}}} dx<br />$ I'm not sure where to begin. Last edited by Chris L T521; October 4th 2009 at 06:28 PM. would this be right? $\frac{{ - 1}}<br /> {4}\int_{\ln e}^{\ln {e^3}} { - 4{e^u}} du<br />$ so I figured: $\frac{{ - ...
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Method of moment generating function November 8th 2008, 04:50 PM #1 Method of moment generating function Suppose that Y follows an exponential distribution, with mean $\theta$. Use the method of moment generating functions to show that $\frac{2Y}{\theta}$ is a pivotal quantity and has a distribution with 2 df...
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Help factoring something. What's the process/rule? July 30th 2011, 03:04 PM #1 Junior Member Joined Jul 2011 Posts 48 Help factoring something. What's the process/rule? I'm having trouble figuring out how to factor this. 81y^4-72y^2+16 I know 16 is 2^4, so I rewrite as 81y^4-72y^2+2^4 ...
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Effect of Temperature on Photonic Band Gaps in Semiconductor-Based One-Dimensional Photonic Crystal Advances in Optical Technologies Volume 2013 (2013), Article ID 798087, 8 pages http://dx.doi.org/10.1155/2013/798087 Research Article Effect of Temperature on Photonic Band Gaps in Semiconductor-Based One-Dimensional ...
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Inverse variation problem (please check) August 12th 2009, 03:11 AM #1 Member Joined Aug 2009 Posts 113 Inverse variation problem (please check) “n” is inversely proportional to t+3. If t = 1 when n = 3, find t when n = 4 Here is my work: n = k/t +3 3 = k/1+3 3(4) = k 12 = k .....
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Evanescent Field Enhancement in Liquid Crystal Optical Fibers: A Field Characteristics Based Analysis Advances in Condensed Matter Physics Volume 2013 (2013), Article ID 504868, 9 pages http://dx.doi.org/10.1155/2013/504868 Research Article Evanescent Field Enhancement in Liquid Crystal Optical Fibers: A Field Charac...
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Homework Help Posted by norma on Sunday, July 4, 2010 at 8:58pm. Mohammed has a garden in the shape of a semi-circle. If the width of the garden, at it’s widest point, is 14 feet, how large is the garden in square yards. Thank you in advance. • math - Ms. Sue, Sunday, July 4, 2010 at 9:18pm The radius is 7 fee...
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permutation and combination October 11th 2008, 02:01 AM #1 MHF Contributor Joined Sep 2008 From West Malaysia Posts 1,261 permutation and combination There are 2 rows of chairs . The first row has 2 chairs and the second row has 4 chairs . In how many ways can 6 people be seated if a couple from the ...
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inside-R gsorth {heplots} Orthogonalize successive columns of a data frame or matrix Description gsorth uses sequential, orthogonal projections, as in the Gram-Schmidt method, to transform a matrix or numeric columns of a data frame into an uncorrelated set, possibly retaining the same column means and standard dev...
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Laplace's equation in the semi-infinite strip 0 < x < a, y > 0 November 25th 2010, 12:53 AM #1 Laplace's equation in the semi-infinite strip 0 < x < a, y > 0 Problem: $u_{xx} + u_{yy} = 0, 0 < x < a, y > 0$ $u(0, y) = u(a, y) = 0$ and $u(x, 0) = f(x)$ $u$ bounded as $y \to \infty$ Find $u(x, y...
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Algebra Final May 15th 2008, 07:59 PM matt90 Algebra Final I need some help with these review problems I have for an upcoming final. How many homomorphisms are there of Z onto Z? How many homomorphisms are there of Z into Z? How many homomorphisms are there of Z into Z_2? How would you go abou...
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Real analysis 1. June 28th 2013, 12:02 AM #1 Real analysis P/s i need help to prove that every positive real no has a unigue positive square root 2. June 28th 2013, 06:01 AM #2 Re: Real analysis Any proof of this depends upon the set of definitions and axioms with the sequence of theorems...
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Admissible Solutions and Rankine-Huoniot Shock Condition July 16th 2010, 07:48 AM #1 Senior Member Joined Mar 2009 Posts 378 Admissible Solutions and Rankine-Huoniot Shock Condition I thought these problems were pretty routine, and then I came across one that I am not able to do. Find the admissible...
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Using a graph to calculate the half life of proactinium? How do I do the gradient? 1. Using a graph to calculate the half life of proactinium? How do I do the gradient? I had carried out an experiement to determine the half life of proactinium and had plotted the graphs for the decay counts. But now ...
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Symmetric Spaces and Fixed Points of Generalized Contractions Abstract and Applied Analysis Volume 2014 (2014), Article ID 763547, 8 pages http://dx.doi.org/10.1155/2014/763547 Research Article Symmetric Spaces and Fixed Points of Generalized Contractions ^1Department of Mathematics, Science Faculty for Girls, King ...
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MATLAB linear programming question January 31st 2009, 02:08 PM #1 Newbie Joined Jan 2009 Posts 3 MATLAB linear programming question Question>>>> Objective: Max: 6 x1 + 10 x2 + 9 x3 + 20 x4 Constraints: 4x1 + 9x2 + 7x3 + 10x4 <= 600 x1 + x2 + 3x3 + 8x4 <= 420 30x1 + 40x2 + 20x3 + ...
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Spring Elastic Potential Energy Hi Icetray For part (a), your answer is correct, have confidence in your answer! part (b) do you notice that at equilibrium, the force exerted by the spring is equal to the weight of the mass? Equate both equations together to find out the spring constant. Then you can use the equation...
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CBSE Sample Paper of Mathematics for Class IX Mathematics Design of Sample Question Paper SA-I Class IX (2010-2011) Type of Question Marks per question Total No. of Questions Total Marks M.C.Q. 1 10 10 SA-I 2 8 16 SA...
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Algebraic Word Problem April 24th 2005, 04:04 PM #1 OrangeSunshine Guest Algebraic Word Problem I know it's a lot, but Im desperate and frustrated...any help would be greatly appreciated Given: assume the number of items sold (n) depends linearly on the price charged for that item (x). From this, you will sh...
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Bezier spline curves Linear Bezier spline Linear Bezier spline is obtained by linear interpolation between two control points P[0] , P[1] P(t) = (1-t)P[0] + tP[1] , 0 ≤ t ≤ 1 An interactive Java applet. Drag the mouse to move the nearest control point (a small blue square). In the right applet window you see basis p...
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Homework Help Posted by Daniel on Wednesday, February 22, 2012 at 12:04am. A rectangle has a length of 2d and a height of d. Each of the following three charges is located at a corner of the rectangle: +q1 (upper left corner), +q2 (lower right corner), and -q (lower left corner). The net electric field at the (empty) ...
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System of equations with constraints (allocation of cost) September 30th 2012, 04:28 PM #1 Newbie Joined Sep 2012 From USA Posts 3 System of equations with constraints (allocation of cost) I have a real life business math problem. I need to allocate pay for multiple people across multiple locations w...
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Geometry HELP HELP Posted by Mary on Tuesday, February 18, 2014 at 6:56am. Find the equation of a circle circumscribes a triangle determined by the line y= 0 , y= x and 2x+3y= 10 PLEASE HELP ME BELLS • Geometry HELP HELP - Reiny, Tuesday, February 18, 2014 at 12:30pm Make a sketch, and by some simple prelimin...
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Differentiate the function - July 20th 2011, 11:19 AM #1 Newbie Joined Jul 2011 Posts 17 Differentiate the function - y = ln(4x/5-3x) What I have done is - ln4x - ln(5-3x) = dy/dx = 1/4x - 1/(5-3x) = (5-3x-4x)/4x(5-3x) Which is the wrong answer, please help? I hope I have pos...
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vector analysis problem on dimensions December 3rd 2005, 11:18 AM #1 jaspal Guest vector analysis problem on dimensions Suppose a sphere of radius r is dropped into a viscous liquid of coefficient of viscosity q, and its velocity at an instant is v. The frictional force, F, acting against the sphere is given by ...
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Putnam question November 9th 2009, 08:40 PM #1 Putnam question Hello everyone. I would greatly appreciate if someone could validate whether or not the following solution is correct. Problem: Is it possible for a countably infinte set to have an uncountable collection of subsets such that the intersection of ...
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Euler's Totient Function Show there exists $C>0$ such that $n^{1-\epsilon}<\varphi(n) \;\; \forall \; n>2$, where $\epsilon = C\log\log n/\log n$. Last edited by chiph588@; July 16th 2010 at 07:13 AM. Does that work for n = 2 ? .... Remember that $\tfrac{n}{\phi(n)}<\zeta(2)\cdot \left(\tfrac{\sigma(n)}{n}\right)$ ( ...
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Homework Help Posted by Andrzej on Tuesday, December 4, 2012 at 11:01pm. Suppose a 60,000 martgage is to be amortized at 7.5% interest. Find the total amount of interest that would be paid for each term a) 10 years b) 30 years • math - Reiny, Tuesday, December 4, 2012 at 11:28pm I will do a) you can do b) the ...
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gcd question December 10th 2007, 06:38 PM #1 Newbie Joined Nov 2007 Posts 10 gcd question Question: Show that (ma,mb) = m(a,b) if m if greater than 0. Answer: c = (a,b) c = xa + yb mc = mxa + myb = m(a,b) This is where I'm stuck, I'm not sure how to prove that m(a,b) = (ma,mb). I also k...
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Simple matrix problem February 17th 2010, 04:28 PM #1 Member Joined Oct 2009 Posts 195 Thanks 1 Simple matrix problem Given the system: 3x + y + z + v = b1 x - y + z + v = b2 x + y - z + v = b3 x + y + z - v = b4 Fint the values for b1,b2,b3,b4 for which the system is consistent...
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The Open Door Web Site : IB Physics : How does an uncertainty in a measurement affect the FINAL result? Measurements How does an uncertainty in a measurement affect the FINAL result? The measurements we make during an experiment are usually not the final result; they are used to calculate the final result. When con...
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Compound angles HELP! February 14th 2013, 03:33 PM #1 Newbie Joined Feb 2013 From England Posts 5 Compound angles HELP! Hi I'm new to this, I've been given a question on compound angles and I really don't know how to go about it. Any help would be greatly appreciated: Using compound angles prove...
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coordinate systems February 24th 2011, 11:27 AM #1 Newbie Joined Feb 2011 Posts 24 coordinate systems x = (5; 6) and y = (-1; 0), vectors in R^2. Find the unique basis C = {w1;w2} of R^2 with respect to which [x]C = (-1, 2) and [y]C = (2, -1). I know how to find [x] and [y] when given x, y and w's, ...
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area of triangles 2 May 26th 2010, 02:47 AM #1 Junior Member Joined Feb 2009 Posts 63 a rhombus has an area of 50 cm^2 and an internal angle of size 63 degrees. Find the lenth of its sides. please show all working out. i worked out the other one, but with this one i just can't seem to get the ri...
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Proving orthogonal ? July 19th 2010, 06:23 PM #1 Super Member Joined Jan 2009 Posts 715 Proving orthogonal ? This problem is very special , there is a beautiful theorem behind this , see if you can discover it ! Problem : Outwards along the sides of convex quadrilateral $ABCD$ are constructed ...
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Writing up a Recurrence Relation Problem... October 11th 2010, 11:40 AM #1 Newbie Joined Sep 2010 Posts 10 Writing up a Recurrence Relation Problem... I know how to solve Recurrence Relation problems, I just need help writing up the equation: Assume that the deer population of Rustic County...
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differentiation of exponential function December 5th 2011, 10:32 PM #1 Member Joined Nov 2010 Posts 93 differentiation of exponential function Hello, I am stuck on differentiating this: 6 * e^(x^(1/2)) Can someone please show me the steps. I understand chain and product rules will be implemente...
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Symbolic Differentiation in Julia A Brief Introduction to Metaprogramming in Julia In contrast to my previous post, which described one way in which Julia allows (and expects) the programmer to write code that directly employs the atomic operations offered by computers, this post is meant to introduce newcomers to som...
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Multi-layer Neural Networks That is, multiple layers of links. Must involve what are called "hidden" nodes - nothing to do with security, this just means they are not "visible" from the Input or Output sides - rather they are inside the network somewhere. These allow more complex classifications. Consider the network...
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