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Math Magic - Modular Math Modular Math: A. Modular math is simply working with MOD. MOD is the remainder after dividing by a specific value. For example, 35 MOD 3 = 2 since the remainder after 35 is divided by 3 is 2. B. Modular math works with congruencies. It is true that 35 MOD 3 = 2, but it is also true that this...
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SparkNotes: GRE: Geometry 2.1 Arithmetic 2.3 Geometry 2.2 Algebra 2.4 Data Analysis Geometry Geometry has a long and storied history that goes back thousands of years, which we’re sure you’re dying to hear about. But unless you’re taking the GRE to go for your masters in math history, this has no possible rele...
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Probability: Choosing players from a group. July 22nd 2010, 03:48 AM phillychum Probability: Choosing players from a group. some homework question. A total of 6 players is selected at random to form a volleyball team from a group of 10 girls and 5 boys, 6 of the girls and 3 of the boys have played the game ...
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مراجعة مادة الرياضيات للصف السادس mid term by Randa Alex Revision midterm j:6 Complete: a) 250 gm : kg= --------- : --------- b) m : 125 cm= --------- : --------- c) 1.8 : 1.6 : 1.2 = --------- : --------- : ---------- d) : 13 = --------- : -------- e) 16 kirat : 1 feddan = -------- : --------- f) 0.5 : = -----...
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Quadratic Equation Objective Practically, you do not find a program that only follows a sequence of statements in order. Whilst, most programs contain one or more blocks of statements where they can be selected or executed frequently. This kind of activities is called flow control. In C++, there are many coding struct...
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Exact Equations | Equations of Order One The differential equation     is an if     Steps in Solving an Exact Equation 1. Let 2. Write the equation in Step 1 into the form     and integrate it partially in terms of x holding y as constant. 3. Differentiate partially in terms of y the result in St...
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Solving linear system using matrices a, ex from book-- I'm missing something! July 10th 2012, 03:02 PM #1 Newbie Joined Sep 2011 Posts 2 Solving linear system using matrices a, ex from book-- I'm missing something! Hello all! Thanks in advance for looking at this for me. I seem to missing a ste...
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- STEREO IMAGE TRIANGULATION - LINEAR CASE 14 May 2013 Based on collinearity equations, two image triangulation by bundle is implemented. ...
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Answers to assigment 4 Answers to Assignment 4 Chapter 11: Problem 1: mpc= DC/DDI = change in consumption spending divided by the change in real disposable income. C - consumption spending DI - real disposable income For this pr...
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[Maxima] pwint in package pw.mac Richard Hennessy rich.hennessy at verizon.net Mon Jun 8 15:58:36 CDT 2009 That is a bug, actually 2 bugs. I have put in place a quick fix the pwdefint() function but now pwdefint(g(x),x, a, b) requires a <= b so pwdefint(g(x),x,b,a) # pwdefint(g(x),x,a,b) The pwint problem is also ...
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Alg. Geom. Proofs October 26th 2008, 02:25 PM #1 Newbie Joined Apr 2008 Posts 17 Alg. Geom. Proofs I'm not very good at thinking about these things... any help is appreciated, it's due 10/27. This thread has problem 1.2 in it: http://www.mathhelpforum.com/math-he...ns-origin.html ...
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Crypto Series: Introduction to the RSA algorithm After seeing how the ElGamal system works, today we are going to take a look at the RSA public key cryptosystem. The RSA algorithm was first published by Rivest, Shamir and Adleman in 1978 and is probably the most used crypto algorithm today. Despite this fact, the algo...
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Transmission Transmission line attenuation Up...
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Math Help September 27th 2007, 09:40 PM #1 Junior Member Joined Mar 2007 Posts 27 application Theorem: The force on a submerged vertical plane area equals the product of the weight per unit volume, the submerged area, and the depth of the centroid of the area below the surface 1. What force must be...
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C Dataplot Vol 1 Auxiliary Chapter INFLUENCE CURVE Name: ... INFLUENCE CURVE Type: Graphics Command Purpose: Generate an influence curve for a given statistic. Description: Influence functions are an important concept in studying robust statistics. The influence curve attempts to provide emp...
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Proposition 48 To find the first binomial line. Set out two numbers AC and CB such that the sum of them AB has to BC the ratio which a square number has to a square number, but does not have to CA the ratio which a square number has to a square number. Set out any rational straight line D, and let EF be commensurabl...
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Prerequisites Department of Mathematical Sciences, Northern Illinois University MATH 211 Course Prerequisites CATALOG DESCRIPTION: Calculus for Business and Social Science (3). An elementary treatment of topics from differential and...
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Calculus February 22nd 2006, 12:42 PM frozenflames Calculus The average value of cos x on the interval [–3, 5] is A) (sin 5 – sin 3)/8 B) (sin 5 – sin 3)/2 C) (sin 3 – sin 5)/2 D) (sin 3 + sin 5)/2 E) (sin 3 + sin 5)/8 February 22nd 2006, 02:16 PM ThePerfectHacker Quote: Ori...
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Solve the Quadratic Congruence since 6 and 17 are coprime, the above equation is equivalent to: $18x^2 + 12 x \equiv 24 \mod 17,$ which is equivalent to: $x^2 + 12 x - 7 \equiv 0 \mod 17.$ now we have: $x^2 + 12x - 7=(x+6)^2 - 43 \equiv (x+6)^2 - 9 \mod 17.$ but $(x+6)^2 - 9 = (x+3)(x+9).$ so the solutions to your equa...
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Loans and Interest March 8th 2011, 07:59 AM ksiemsen24 Loans and Interest Jim takes out a loan for $5,000 compounded monthly at 5%annual interest and his friend Mark takes out a loan the same day for $6,000 compounded monthly at 3% annual interest: 1) When will the amount of payments made by Jim be equal to...
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continuity and differentiablity question again. June 15th 2008, 02:18 PM #1 Newbie Joined Jun 2008 Posts 4 continuity and differentiablity question again. A function f(x) is defined to equal cos(ax) + b for x>=0 and 2 – x3 for x < 0, where a and b are constants. It is known that this function is differen...
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atio of A * The ratio of A:B:C 1) On a tree planting day, class A planted 2/5 the number of trees class B planted. Class C planted thrice as many trees as class B. Class A planted 48 trees. How many trees did the three classes plant altogether? Important note : This is very simple sum involving three quantities ratio...
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Fill in missing step please! April 13th 2010, 10:33 AM #1 Junior Member Joined Aug 2009 Posts 28 Fill in missing step please! Hi, I am probably an idiot for missing this but im sick of staring at this problem i thought i would come here to be enlightened. anyways phase 1 assuming n,m > 0 and real...
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Parametric Parameter Elimination May 2nd 2010, 09:07 PM #1 Newbie Joined Apr 2010 Posts 9 Parametric Parameter Elimination Eliminate the parameter to find a cartesian equation of the curve. x = tan(t) y = sec^2(t) from 0 <= t <= pi/2 Thank you! For eliminating the parameter: ...
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Simple Calculations for Cable Pulling You can keep from damaging cables during the pulling process by paying attention to installation parameters and correctly sizing bends. Even if your crew has taken all the necessary precautions in paying out cable and handling the reels, a cable pull can still go sour if you damag...
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Integration Help May 27th 2006, 05:44 PM #1 Newbie Joined May 2006 Posts 11 Integration Help Please for some help with this integration problem. $<br /> \int \frac{dx}{\sqrt{(a x^4 + b x^2 + c)}}<br />$ i.e. integral ((a x^4 + b x^2 + c)^–½) dx Are you certain it is not, $<br /> \int...
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C 3 CONTINUOUS FUNCTIONS Continuous motion A continuous function The definition of "a function is continuous at a value of x" Limits of continuous functions Removable discontinuity CONTINUOUS MOTION is motion that continues without a break. Its prototype is a straight line. Calculus wants to describe that motion...
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Work, power, and machines 1 Levers and mechanical advantage Provided by Kenan Fellows Program. In this lesson, students will be introduced to the basic principles of all machines and review the six simple machines. They will use a first class lever to explore the relationship between fulcrum position and effort forc...
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Help proving convergence May 2nd 2011, 09:11 AM roporte Help proving convergence Please, could you help me with this demonstration? Let X a vectorial space with norm and ${x_n}$ e ${y_n}$ sequences over X where x_n->x and y_n->Y. A) If $\lambda_n$ is a scalar sequence that converges to $\lambda$ prove ...
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entailment - interpretation December 18th 2010, 05:09 PM #1 Newbie Joined Dec 2010 Posts 1 entailment - interpretation Hello All To prove the following, I have tried resolution with success, but I need to do it using semantics of interpretation; that every interpretation that satisfies the first sen...
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Binomial Products Special Binomial Products See what happens when we multiply some binomials ... Binomial A binomial is a polynomial with two terms Product...
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# Copyright 2010, 2011, 2012, 2013, 2014 Kevin Ryde # This file is part of Math-PlanePath. # # Math-PlanePath is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by the # Free Software Foundation; either version 3, or (at your option) any later # v...
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Regularity of the right hand side (the source term) in Evans-Krylov theory up vote 1 down vote favorite 1 A well-known theorem of Evans and Krylov states that in an equation of the form $F(D^2 u)=g$, provided that the right hand side and $u$ both have Lipschitz gradient, and that $F$ is concave or convex and of class...
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Binomial expansion question March 6th 2011, 11:35 AM mathsnerd1 Binomial expansion question Hi everybody, I am having some trouble with these questions and I'm not really sure where to start. Find the term independant of $x$ in the expansion of: $<br /> (\frac{1}{3x} - \frac{3x^2}{2})^9$ Find...
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the probability that this power supply will be inadequate on any given day February 21st 2009, 07:12 PM #1 Member Joined May 2008 Posts 103 the probability that this power supply will be inadequate on any given day In a certain city, the daily consumption of electric power in millions of kilowatt-hours c...
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[ 0.06494140625, 0.052978515625, 0.0022430419921875, 0.0380859375, -0.0203857421875, 0.000896453857421875, 0.09033203125, -0.01318359375, -0.03662109375, 0.00823974609375, 0.03662109375, -0.0283203125, 0.09423828125, -0.0191650390625, 0.07177734375, 0.0026397705078125, -0.0252685546875...
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Permutation of items with a constant order subset. July 6th 2011, 08:03 AM #1 Permutation of items with a constant order subset. I just wrote a practice midterm for a probability course. There was no answer key and the person who "marked" the exam and I were unsure about one of the questions. "What is the pr...
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Differentiation Problem October 4th 2010, 08:16 PM #1 Newbie Joined Oct 2010 Posts 1 Differentiation Problem Hi, I need help. The organisers of a sheepdog competition have 100 metres of fencing available to fence an enclosure for some sheep. They wish to make the area rectangular and as large as poss...
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IntroductionMathematical AnalysisDerivation of the Equation for Radiant FluxIdentifying Specific Wave Front Angles θn with Invariable Φe for Two Sets of Integral BoundariesDetermination of the Magnitude of Φe at Wave Front Angles θnpEffect of Distance x and y of Photodetector from Origin with Varying θDeriving the Spee...
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[ -0.0118408203125, 0.018798828125, 0.01611328125, -0.00726318359375, 0.017822265625, -0.04150390625, 0.045166015625, 0.049560546875, -0.072265625, 0.00885009765625, 0.0791015625, -0.03125, 0.0537109375, -0.09375, 0.0625, -0.0022125244140625, -0.06982421875, -0.017578125, -0.041503...
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Interpolation Interpolation Polynomials For the sake of convenience in reading this document, the applet window should be moved to the right half of the screen, and the two windows should be resized so that they do not overlap. Wh...
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Binomial Theorem Lesson Plans & Worksheets | Lesson Planet Binomial Theorem Teacher Resources Find Binomial Theorem educational ideas and activities Showing 1 - 20 of 45 resources A week's worth of teaching on the Binomial Theorem. Lesson examples and a plethora of worksheets included. Learners find coefficients of ...
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Quick Polynomial Function Question March 13th 2009, 10:44 PM #1 Junior Member Joined Mar 2009 Posts 29 Quick Polynomial Function Question For the function $f(x) = x^{3} - x^{2}=4x-3$ I find the derivative to be: $f'(x) = 3x^{2}-2x+4$ and I need to set the derivative to equal 0 for this ...
4
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Exponential fit, without start-guess - File Exchange - MATLAB Central File Information exp2fit solves the non-linear least squares problem exact and using it as a start guess in a least square meth...
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Optimal Filter Estimation for Lucas-Kanade Optical Flow Open Access This article is • freely available • re-usable Article Optimal Filter Estimation for Lucas-Kanade Optical Flow Computer Science Department, Lucian Blaga University of Sibiu, B-dul Victoriei 10, 550024 Sibiu, Romania; E-Mail: nusrat_nik@yahoo.c...
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large numbers in log space -- dividing summations August 10th 2011, 04:11 PM timfoea large numbers in log space -- dividing summations Hi, I originally posted this is Calculus (it was my first post, probably a mistake, maybe still a mistake to post here, I am not sure). I tried to get help in Chat, but it wasn't...
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polynomial stuff July 16th 2008, 08:15 AM #1 Junior Member Joined Jul 2008 Posts 52 polynomial stuff determine the polynomial f(x) that possesses the following characteristic : 1) f(x) is a polynomial of degree4 2) (x-1) is a factor of f(x) and f ' (x) 3) f(0) =3 and f'(0)= -5 4) the ram...
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inequality Good morning, diana. Inequalities are cousins of Equations. They are almost the same, or they solve almost the same, except that in Inequalities, you need to change the sense or reverse the direction of the inequality sign when you multiply or divide both sides of the inequality by a negative number or negat...
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compute probability August 25th 2007, 07:01 AM #1 Newbie Joined Aug 2007 Posts 3 compute probability I need to work this math question, using the binomial probability formula,can someone help me figure it out. A 10-question multiple choice exam is given, and each question has five possible answers. P...
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MathGroup Archive: September 2008 [00628] [Date Index] [Thread Index] [Author Index] Re: Precision in Mathematica 6 • To: mathgroup at smc.vnet.net • Subject: [mg92311] Re: Precision in Mathematica 6 • From: "David Park" <djmpark at c...
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Probability? May 31st 2009, 03:07 AM #1 Newbie Joined May 2009 Posts 3 Probability? Right, so I've got an upcoming exam tomorrow, and I just found out I'm stuck on probabilities (Not sure if that is what it's called in English). Anyways, the question goes like this : Troms skiing facility got 6...
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eart Determining Heart Rate There are two different rates that can be determined on ECGs. The atrial rate is indicated by the frequency of the P waves and the ventricular rate is indicated by the frequency of the QRS complexes. Normally, the atrial rate should be the same as the ventricular rate in the absence of di...
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How to solve this simple exponential equation? February 25th 2011, 03:23 AM #1 Junior Member Joined Nov 2009 Posts 60 How to solve this simple exponential equation? (16e^x) - (16e^2x) = 3 and the answer says that x = 0.25 but i can't see how you can get there? please help, much appreciated!! thanks...
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Ma Elliptic Integration in Maple Introduction Integrals of the form , with , , and polynomials, often return answers in closed form. For example, when has degree 1 or 2, the integral can always be returned in terms of elementary f...
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comparision test December 31st 2009, 06:17 AM #1 Newbie Joined Apr 2009 Posts 16 comparision test Use a comparison to determine whether the integral converges or diverges: A $\int \frac{x^2e^x}{lnx}dx =$ from 2 to infinite This integral diverges , but how can I show that using the comparison te...
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Periodic Compounding Compound Interest: Periodic Compounding You may like to read about Compound Interest first. ...
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Weird natural log question August 21st 2008, 05:36 PM BogStandard Weird natural log question You are given the function f(x) = x*lnx (x > 0) a) Find the solution(s) of the equation f(x) = 0 b) Find any minima/maxima that f(x) has. c) Find the value(s) of x0 for which INTEGRAL ( betwe...
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MATLAB MATLAB and Simulink resources for Arduino, LEGO, and Raspberry Pi This solution is locked. To view this solution, you need to provide a solution of the same size or smaller. %% Edge case: no vertices P = zeros(0,2); P2 = zeros(0,2); assert(isequal(simplify_polygon(P), P2)); %% Edge case: one vertex P = [1 1]...
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Eigenvalues of an Orthonormal Projection April 12th 2011, 02:52 PM #1 Junior Member Joined Nov 2010 Posts 33 Eigenvalues of an Orthonormal Projection Let P = the map which takes to its orthogonal projection onto S, a subspace of an inner product space V. dimS = k, dimV = n Find the eigenvalues ...
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MVT and Reimann Integral December 16th 2009, 03:59 PM #1 Can someone please help me prove this? I've tried it to work it out in different ways and I'm beat. Will appreciate your help. The problem reads: Let $f$ be a continuous function on $[a,b]$. The length $l$ of the curve $y=f(x)$ on the interval $[a,b...
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There is no alternative! The late Margaret "Tina" Thatcher claimed that "there is no alternative" to economic liberalism, and our own iron Frau Angela Merkel has defended her controversial fiscal policies for Europe with the very same slogan. It is not surprising that politicians use such thought-terminating cliches to...
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Modelling of traffic flow Traffic flow modelling [deutsche Version] Stochastic models have been successully applied to many different interdisciplinary problems. One important example is the modelling of traffic flow using cellular automata [1,2]. Cellular automata (CA) are models that are discrete in space, time ...
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maximize and minimize April 14th 2009, 12:33 PM #1 Newbie Joined Apr 2009 Posts 16 maximize and minimize A wire 20 m long is cut into two pieces. One piece is bent in the shape of an equilateral triangle, and the other is bent in the shape of a circle. How should the wire be cut to maximize the t...
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Cauchy Sequence October 3rd 2010, 04:40 PM #1 Newbie Joined Sep 2010 Posts 24 Cauchy Sequence Problem Statement: Suppose that { $p_n$} is a Cauchy sequence and that there is a subsquence { $p_{n_i}$} and a number $p$ such that $p_{n_i} \rightarrow p$. Show that the full sequence converges, too; that ...
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Multiplying power series I have a differential equation and I am solving it using power series. I am now at this point where I have got: The reason I have got it like that was because my original equation read: and so the minus 1 represents the x on the denominator, the y is obviosuly represented ...
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Guidelines and examples of array formulas To become an Excel power user, you need to know how to use array formulas, which can perform calculations that you can't do by using non-array formulas. The following article is based on a series of Excel Power User columns written by Colin Wilcox and adapted from chapters 14 ...
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Free Math Worksheets, Word Problems and Teaching Resources We have already studied the quadratic formula, The term which is inside the square root symbol is called the discriminant. It is used to determine the nature of the roots of a quadratic equation. We can also determine the number of real roots for a quadratic ...
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Posts about mathematics on Math ∩ Programming I don’t usually write promotional posts because I don’t enjoy reading them as much as I enjoy reading the technical posts. But I know that a lot of early graduate students and undergraduates read my blog, and this would be of interest to many of them. I just got back from ...
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trignometery bearing problem A point P is 12 km due north of another point Q. the bearing of a lighthouse,R, from P is 135 degress and, from Q, it is 120 degress. calculate the distance PR. Hello, Sohail! Did you make a sketch? A point $P$ is 12 km due north of another point $Q$. The bearing of a lighthouse $R$ from $...
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Conversion of Numbers |Binary Numbers to their Decimal Equivalents|Examples Conversion of Numbers Conversion of numbers from one system to another becomes necessary to understand the process and the logic of the operations of a computer system. It is not very difficult to convert numbers from one base to another. We w...
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Calculus/Differentiation/Differentiation Defined/Solutions 1. Find the slope of the tangent to the curve $y=x^2$ at $(1,1)$. The definition of the slope of $f$ at $x_0$ is $\lim_{h \to 0}\left[\frac{f\left( x_0+h \right) - f\left( x_0 \right)}{h}\right]$ Substituting in $f(x)=x^2$ and $x_0=1$ gives: \begin{align} \lim...
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Show discontinuity in f(x,y) September 25th 2012, 07:59 PM #1 Newbie Joined Sep 2012 From Earth Posts 18 Show discontinuity in f(x,y) I have f(x,y) = 2xy^2 / (x^2+y^4) if (x,y) != (0,0) and 0 if (x,y) = (0,0). I figured I could just find that the limit as 2xy^2 / (x^2+y^4) does not equal to 0, wh...
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GCD of Polynomials March 2nd 2010, 07:41 AM meggnog GCD of Polynomials I'm getting stuck on this problem. Find the GCD d(x) of the following polynomials f(x), g(x) in F[x], and express d(x)=s(x)f(x)+t(x)g(x) for appropriate s(x), t(x) en F[x] In this case, f(x)= x^2 + 2x + 2 and g(x)= x^2 + 1 for both F...
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integration February 7th 2008, 03:33 PM kid funky fried integration i am having some trouble with the following problem. solve: dy/dx= (x+1)/y-1), y>1 here is what is have done so far- (y-1) dy/dx=(x+1) S[(y-1)dy/dx]dx=S(x+1)dx y^2/2 -y=x^2/2+x <-i feel this is where i made a mistak...
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Calculus! #16: Early Transcendentals 2.2A Okay, so now that you have the basic idea of what a limit is, we’re going to develop your intuition a little. Section 2.2: The Limit of a Function This whole chapter is to show you two things: 1) How a limit works on a function in general, 2) how to deal with limits in pract...
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Quadratic Programming MINQ: General Definite and Bound Constrained Indefinite Quadratic Programming MINQ is a Matlab program for bound constrained indefinite quadratic programming based on rank 1 modifications. It finds a local optimizer of the optimization problem min fct = c^T x + 0.5 x^T G x s.t. x ...
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Two statistical random variables combine to give Gaussian? June 9th 2008, 02:58 AM #1 Two statistical random variables combine to give Gaussian? Hi all, Sorry for such a strange title. The question I am stuck at is... Let x and y be statistically independent random variables with p.d.fs: $p_x(\alph...
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vanishing points The circular points encode the metric structure of the 2D plane. They are invariant to rotation, isotropic scaling and translation. If the plane undergoes a more general (e.g. affine or projective) transformation they move to some unknown location. Metric rectification can be performed if we find the...
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Exact equation. Solve? $<br /> (y^2-xe^{x^2}) dx + (2xy+cos(y)) dy = 0<br />$ First you need to check if $\frac{\partial}{\partial y}(y^2 - x\,e^{x^2}) = \frac{\partial}{\partial x}(2xy + \cos{y})$. $\frac{\partial}{\partial y}(y^2 - x\,e^{x^2}) = 2y$. $\frac{\partial}{\ partial x}(2xy + \cos{y}) = 2y$. So the conditi...
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Math Help September 25th 2008, 11:01 AM #1 Junior Member Joined Sep 2008 Posts 61 1. Prove that if u is orthogonal to both v and w, then u is orthogonal to both v + w. 2. Prove that if u is orthogonal to both v and w, then u is orthogonal to sv + tw for all scalar s and t. i think... u * ...
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Does a diffeomorphism between manifolds induce a diffeomorphism on cotangent space? I'm reading a book, and this seems to be true, but they don't say why, and I'm not sure. I'm a little confused. While it is true that the cotangent space of a manifold naturally carries the structure of a smooth manifold (it's just a f...
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Convolution: A Systems Convolution: A Systems Approach These notes are taken from notes by Searl Dunn. pdf version Convolution is a powerful tool for determining the output of a system to any input. The Convolution Theorem is developed here in a completely mathematical way. On this page we will derive the convolutio...
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Euler's Method Using the Euler method solve the following differential equation. At x = 0, y = 5. y' + x/y = 0 Calculate the Numerical solution using step sizes of .5; .1; and .01 From my text book I have coded Euler's method function [t,y] = eulode(dydt, tspan, y0, h) %eulode: Euler ODE solver % [t,y] = eulode(...
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Equation Factoring Calculator Simplifying (y + 9)(y + -2) = 4y Reorder the terms: (9 + y)(y + -2) = 4y Reorder the terms: (9 + y)(-2 + y) = 4y Multiply (9 + y) * (-2 + y) (9(-2 + y) + y(-2 + y)) = 4y ((-2 * 9 + y * 9) + y(-2 + y)) = 4y ((-18 + 9y) + y(-2 + y)) = 4y (-18 + 9y + (-2 * y + y * y)) = 4y (-18 + 9y + (-2y...
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Basic Design of Experiments Home | Login | View Cart | Live Help is Overview of Basic Design of Experiments (DOE) Templates The DOE templates are similar to ...
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Graphing and Writing Linear Functions Linear Functions Definition: A l i n e a r equation can be written in the form Ax + By = C. Note: These equations are called linear because their graphs are always lines. Question: Which linear eq...
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escriptions & Algebra 1 Unit Descriptions The differences between an ex pression and an equation are further highlighted at the beginning of Algebra I. Properties, including the distributive property, are used to simplify expressions, and used to factor basic expressions. The concept of absolute value is extended to s...
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Casio FX-115ES Manual Preview of first few manual pages (at low quality). Check before download. Click to enlarge. Download (English) Casio FX-115ES, size: 923 KB Instruction: After click Download and complete offer, you will get access to list of direct links to websites where you can download this manual. Ab...
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Pragmatic Programming Techniques One common problem of machine learning is the " curse of high dimensionality ". When there are too many attributes in the input data, many of the ML algorithms will be very inefficient or some of them will even be non-performing (e.g. in nearest neighbor computation, data points in a ...
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Solve in positive integers $n!=m(m+1)$ Take the 2-minute tour × MathOverflow is a question and answer site for professional mathematicians. It's 100% free, no registration required. Is anybody know a solution of this problem? (Sorry, I've missed one summand in the previous post.) $3!=2\cdot3$ ? – Joel Dav...
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55. lapack Computes the singular value decomposition (SVD) of a matrix A, comprising the singular values and, optionally, the left and right singular vectors. All elements of A must be integer or floating point numbers. A might or might not be square (same number of rows and columns). Let m be the number ...
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Properties of Logarithms Examples Expand Solution: We have ln(3x^3)^1/2 = 1/2 ln(3x^3) (Property 1) = 1/2ln3 + 1/2lnx^3 (Property 2) = 1/2ln3 + 3/2lnx. (Property 1) Exercises: Expand the following: A. log[(x^2(x - 4)^5)/100] B. log[3](sqrt(x^5/9)) Example: Write the following with only one logarithm: 3l...
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How to find points of intersection of a parabola and an exponential w/o graphing? Hey mathhelpforum.com, this is my first post! And I need some help with math! The equation is 3^x+5=x^2-5, we aren't supposed to be able to solve them yet non-graphically, so I wonder if it is even possible, if so, how? Re: How to find ...
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pentprim Pentomino Primes was solved by Joseph W. DeVincentis and Lee Kaplan ("This was a great puzzle.") The solution to the puzzle is: 23452 43214 15521 31433 12455 45214 13351 32422 25315 15433 41354 52142 A=2, B=5, C=11, D=13, E=17, F=23, G=29, H=31 J=37, K=41, L=43, M=47, N=53, P=61, Q=79, R=83 Notes from the ...
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ethod MATH2071: LAB 2: Explicit ODE methods ┌──────────────────────────────────┬─────────────┐ ...
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Ratio of differentials to partial derivatives of two (implicit?) functions March 15th 2011, 12:00 PM #1 Member Joined Oct 2009 Posts 128 Ratio of differentials to partial derivatives of two (implicit?) functions Hi. So, given $f(x,y,z) = 0$ and $g(x,y,z) = 0$ Show that $\frac{dx}{\frac{\delta (...
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MATH 240 Written by Professor John Beachy, Department of Mathematical Sciences, Northern Illinois University MATH 240 Using a calcula...
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MathGroup Archive: August 2007 [00053] [Date Index] [Thread Index] [Author Index] Re: Numerical integration • To: mathgroup at smc.vnet.net • Subject: [mg79675] Re: [mg79621] Numerical integration • From: Bob Hanlon <hanlonr at cox.ne...
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lattice pie - another puzzle stuck on November 26th 2008, 11:39 AM #1 Junior Member Joined Oct 2008 Posts 57 lattice pie - another puzzle stuck on is it possible to have an equilateral triangle in the plane all of whose vertices lie on the integer lattice{(m,n)|m,n are integers}? If so, what is the short...
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CXC Math Explained Updated on April 12th, 2012: Added some video explanations This question tests your knowledge of numbers, sets and geometric constructions. In part (a) we are given a universal set \(U\) defined as $$ U = \{ 51, 52, 53, 54, 55, 56, 57, 58, 59 \}. $$ Now, if \(A\) and \(B\) are subsets of \(U\), s...
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Mathematics 307 Vector calculator routines in calc.inc Vector addition, subtraction, scaling Dot product, length Cross product Matrix addition, subtraction, scaling Matrix multiplication, matrix applied to a vector Matrix transposition Solving systems Row operations Matrix inverses 2D and 3D rotation matrices Determ...
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Finding the Derivative... March 2nd 2010, 08:11 AM #1 Member Joined Dec 2009 Posts 96 Finding the Derivative... We are just being introduced the the derivative concept and I was wondering if I understand this correctly. We got the formula f(x) lim h->0 (f(x+h) - f(x)) / h One example says: Find...
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