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Negative fractional indices February 17th 2010, 08:27 PM olivia59 Negative fractional indices Rewrite x^(-3/2) without negative indices. I thought it would be x^(2/3)... why is this not correct? Also what is the difference between indices and exponents? February 17th 2010, 09:02 PM Jhevon Quote...
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Binary Search Trees 3.2 Binary Search Trees We examine a symbol-table implementation that combines the flexibility of insertion in linked lists with the efficiency of search in an ordered array. Specifically, using two links per node leads to an efficient symbol-table implementation based on the binary search tree d...
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in the circle Member Registered: 2006-03-12 Posts: 1,306 Re: in the circle in the circle get A and B which make ( AX + BY ) ² = X (4 Y - 3 X ) + 1 an equation for a circle and then get the centre and the radius . help please ImPo$$!BLe = NoTH!nG Go DowN DeeP iNTo aNyTHinG U WiLL FinD MaTHeMaTiCs ... A...
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finite order. May 20th 2009, 09:17 AM #1 Member Joined May 2009 Posts 86 finite order. Can you please help me with this? G is a group such that the intersection of all its subgroups which are different from (e) is a subgroup different from (e). Prove that every element in G has finite order. HOw...
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Find the Basis January 11th 2010, 07:23 AM #1 Newbie Joined Jan 2010 Posts 12 Find the Basis for the each of the following vector spaces V, find the Basis and give the dimension: a) V = [ 3x3 real matrices] b) V= smooth real-valued functions on [0,1] satisfying y'''-y' = 0] c) V= [real valued...
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Help with differentiation. July 12th 2010, 08:41 AM #1 Newbie Joined Jul 2010 Posts 6 Help with differentiation. dy/dx of : y=cos(x) / (e^x) +1 __________________________________________ This is what I have got so far: Use the quotient rule, so make u=cos(x) and make v=(e^x)+1 y=...
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Functional equation Solve the functional equation: $f(xy)=[f(x)]^{y^\beta}[f(y)]^{x^\beta}$, where $x>0,~f(x)>0,~\beta\in\mathbb{R}$. P.S. Good luck! it seems that $f_{\alpha}(x)=x^{\alpha x^{\beta}}, \ \alpha \in \mathbb{R},$ are all the solutions ... let b=beta taking the logarithm of the both sides , we get : $ln(...
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Graphs of surfaces z=f(x,y), contour curves, continuity and limits Here is the surface defined by z=x^2+y^2, with a square domain [-1,1] x [-1,1] and another surface with the unit disk domain. Even though the defining equation is the same in both cases, the functions are different since they have different doma...
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Memorandum from R. L. Murray to C. K. Beck Typescript ...
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divisibility problem? February 23rd 2010, 09:40 PM kimberu divisibility problem? Let a, b be positive integers such that a^5 = b^7. Prove there exists some n in natural numbers such that a = n^7 and b = n^5. Any help would be appreciated - I'm not really sure how to approach this question or even what it is...
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Largest Sum of Consecutive Integers Comment on Largest Sum of Consecutive Integers Download Code Re: Largest Sum of Consecutive Integers by madbombX (H...
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math 30 pure help please January 16th 2009, 07:05 PM #1 Newbie Joined Jan 2009 Posts 6 math 30 pure help please can i please get some help in this one. trying to figure it out and i have atest tomm.... Five of the six players on the receiving team must stand in an approximately elliptical arrangement...
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Counting Inversions First week of algorithm course programming assignment is to compute the number of inversion count of given array. We have a given array A[0...n - 1] of n distinct positive integers and we have to count all the pairs ( i , j ) such that i < j and A[i] > A[j]. 1. Brute Force Brute force idea is very ...
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Managing Uncertainty in Groundwater Yield Estimates Kansas Geological Survey, Open-file Report 96-63 Managing Uncertainty in Groundwater Yield Estimates ...
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remainder theorem issue August 7th 2012, 04:54 AM #1 Senior Member Joined Jul 2010 Posts 357 Thanks 4 remainder theorem issue Hi; When using the remainder theorem do I always plug the root in? If yes why? ie dividing by (x - 1) plud in a 1 and (x + 1) plug in -1 Re: remainder theorem is...
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October I've applied the online EM approach previously discussed to my low-rank model for nominal labels , and by reduction to my model for multi-labels . At this point it's just turning the crank with a different label emission likelihood. Unfortunately due to the combinatorial nature of the multi-label reduc...
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Lectures 12 & 13: Finite Fields Number Theory, Math 413 In Galois Fields, full of flowers primitive elements dance for hours climbing ...
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Different forms of same integral? April 17th 2008, 04:40 AM #1 Newbie Joined Apr 2008 Posts 10 Different forms of same integral? Hey people, I just came up across something I didn't know about in my revision. Say I want to find the integral $\int \frac{1}{3x}dx$ Normally I would do this as foll...
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MathGroup Archive: September 2006 [00845] [Date Index] [Thread Index] [Author Index] Re: Vector operations, • To: mathgroup at smc.vnet.net • Subject: [mg70018] Re: [mg69993] Vector operations, • From: Murray Eisenberg <murray at math...
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Least Significant Non-Zero Digit of n! Let p(k) be the least significant non-zero decimal digit of k! The first several values of this sequence are 2,6,4,2,2,4,2,8,8,8,6,8,2,8,8,6,8,2,4,4,8,4,6,4,4,8,4,6,8,... Can we directly determine the kth term for any given k? Also, what is the asymptotic distribution of th...
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Story Problems: Make Them Real On the other hand, we have to figure out what they’re talking about, and then we have to translate the words into math, and then we have to come up with an approach. That’s where story problems start to go off the rails. You know what I mean, right? Those ones where you think it’ll be f...
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# Copyright 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 # version. # # ...
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Planckian locus From Wikipedia, the free encyclopedia In physics and color science, the Planckian locus is the path or locus that the color of an incandescent black body would take in a particular chromaticity space as the blackbody temperature changes. It goes from deep red at low temperatures through orange, yellowi...
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Group homomorphism problem May 5th 2012, 12:22 AM Angela11 Group homomorphism problem hey, i have this question, From my notes these groups are written as addition modulo 10 and 8, but this means that they both have different sizes, so no homomorphism can exist right? This makes me think that ma...
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Is there a statistic like standard deviation for bounded variables? November 22nd 2013, 09:01 AM #1 Newbie Joined Oct 2013 From United States Posts 11 Confidence estimates for bounded variables? Is there a sample statistic that gives us easy confidence intervals about the sample mean of bounded varia...
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Equation solver "Leo " <leoj_cruzz@hotmail.com> wrote in message <ib6vnn$dps$1@fred.mathworks.com>... > "Leo " <leoj_cruzz@hotmail.com> wrote in message <ib6utf$ldq$1@fred.mathworks.com>... > > Hi, > > > > I have the following equation: > > i = a*(z - s*log(1 + z/s))*(1 + s/z) > > > > I want to assign numeric values to...
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MathGroup Archive: June 2000 [00257] [Date Index] [Thread Index] [Author Index] Re: RE:Working Precision • To: mathgroup at smc.vnet.net • Subject: [mg23976] Re: [mg23928] RE:Working Precision • From: David Withoff <withoff at wolfram...
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[SOLVED] Can Anyone help solve this one? part i: $y''+6y'+8y=40$ $p^{2}Y-py(0)-y'(0)+6(pY-y(0))+8Y=\frac{40}{p}$ Using the initial conditons y'(0)=0 and y(0)=0: $Y(p^{2}+6p+8)=\frac{40}{p}$ $Y=\frac{5}{p+4}-\frac{10}{p+2}+\frac{5}{p}$ Use the inverse Laplace for each and get: $y=5e^{-4t}-10e^{-2t}+5$
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Simultaneous Equations January 25th 2009, 09:53 AM Mathtard Simultaneous Equations Hey guys, I have these two questions, which I am confused about. If anyone could help me I would be very grateful! "Solve the following simultaenous equations using an analytical method (either elimination or by substitution ...
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linear system of non-reduced divisor and associated reduced divisors up vote 0 down vote favorite Let $X$ be a smooth degree $d$ $(d \ge 5)$ surface in $\mathbb{P}^3$. Let $D$ be an effective Cartier divisor (hence locally of complete intersection) on $X$ and $D_{red}$ the associated reduced scheme which is also a Car...
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March 2 I worked on this applet for a while, but Frank offered some good pushback which got me to rethink how I wanted to go about this lesson. Day 1+Falling Object (Question) from David Cox on Vimeo . Show the first part of the video and discuss what we notice. I "9.8 meters per second per second." I ask...
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Polar Coordinates and Polar Graphs October 2nd 2007, 01:17 PM googoogaga Polar Coordinates and Polar Graphs Hello, I am having a dificult time working these problesms. I made an attempt to work them out unfortunately my book does not show the answers. So I have no clue if I am following the right steps. Coul...
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Continuity and differentiability July 30th 2009, 10:27 AM #1 Newbie Joined Jul 2009 Posts 13 Continuity and differentiability Hi all, I got some problems doing some exams exercises... They ask me to study the continuity and the differentiability of some functions but I always get similar results...
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sicp-ex-2.38 ;; Accumulates the result of the first and the already-accumulated ;; rest. (define (accumulate op initial sequence) (if (null? sequence) initial (op (car sequence) (accumulate op initial (cdr sequence))))) (define (fold-right op initial sequence) (accumulate op initial...
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Categories and Surreals: Disordered Thoughts I’ve been going through André Joyal’s category-theoretic construction of the surreal numbers, futzing around to see how restricting the construction to yield only the real numbers affects things. (See my earlier remarks on this and/or Mark Chu-Carroll’s discussion for backg...
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Center of mass March 5th 2006, 01:24 PM Jameson Center of mass What is the center of mass of the region bounded by $y=\sqrt{3}|x|$ and the line y=3? A) (0,0) B) (0,1) c) (0,2) d) (0,3) Ok, I know the x-coordinate of the center of mass is 0 because this is an even function. The y-coordinate ...
5
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scipy.signal.hann scipy.signal.hann¶ scipy.signal.hann(M, sym=True)[source]¶ Return a Hann window. The Hann window is a taper formed by using a raised cosine or sine-squared with ends that touch zero. M : int Number of points in the output window. If zero or less, an emp...
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Sequence question May 6th 2009, 01:24 PM #1 Sequence question First off, sorry if this is in the wrong section. The question goes... We define a sequence by $x_{n}=\cos{(n\pi/3)}$. Find an increasing list of numbers $1\leq n_{1}<n_{2}<n_{3}<...$, so that the subsequence $y_{k}=x_{n_{k}}$ tends to 1. Prov...
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GMAT Case Study: Hidden Information in Word Problems - Here’s another post in our GMAT Case Study series, where we dig into the key concepts behind GMAT practice questions. This week: word problems. After you practice long enough for the GMAT, you may find yourself answering certain common types of problems on autopil...
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Solving a cubic equation. I have $f(x)= x^4 + 2x^2$ and am trying to solve $f'(x)= 1$, that is $4x^3 + 4x= 1$ Last edited by mr fantastic; September 23rd 2010 at 03:55 PM. Reason: Heavily edited for clarity. Re-titled. The common factor is 4x. Can you try to factor it? Either that, or I'm not understanding what you n...
5
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Need help with exponents: simplifying 2 One more question. Is (x^-1 + y^-1)^-2 = x^2 + y^2? Thanks anyone who can help, please answer =) also, this is not right. we can distribute powers across products, not sums $(a + b)^2 e a^2 + b^2$ for instance, but rather $(a + b)^2 = (a + b)(a + b) = a^2 + 2ab + b^2$ similarly,...
4
[ 0.00457763671875, 0.0283203125, 0.0019683837890625, 0.058837890625, 0.056396484375, -0.09033203125, -0.012451171875, -0.03662109375, 0.00994873046875, -0.038818359375, 0.0216064453125, -0.01348876953125, 0.048095703125, 0.046875, -0.046875, 0.1064453125, -0.0157470703125, -0.002700...
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[SOLVED] Fourier transform June 24th 2008, 07:24 AM #1 [SOLVED] Fourier transform So I'm just sitting in the chair being bored and I decided to review Fourier transforms. I pick what I thought would be an easy function to transform: $e^{-x^2}$, so I have $g(k) = \int_{-\infty}^{\infty}e^{-x^2} e^{-ikx}~dx$ ...
5
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Integral of sqrt(1+cos x) Integral of sqrt(1+cos x) The radical has stumped me on this. Can anybody help? Last edited by mr fantastic; June 3rd 2010 at 03:53 PM. Reason: Copied post title into main body of post. Try substituting $x = cos^{-1}(u)$ and it will reduce to a known rational integral. Or: $\int \, \sqrt{1+...
5
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Problem 4 In the rectangle ABCD, the point X on AB is chosen so that XB/AX = 2.  If [] is a bisector of [], with U and V on side [] and [] as shown, compute the ratio PV/UP, where P is the midpoint of []. [Problem submitted by Iris Magee, LACC Associate Professor of Mathematics.] Solution:  Draw a line segment ef th...
4
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Effective Health Theory Calculation example, help. 09-29-2007, 01:32 PM Newname Effective Health Theory Calculation example, help. I'm trying to understand it all, could you please review my calculation and see if I am doing it correctly? Ok, I will attempt to calc [item]Destroyer Shoulderguards[/item] vs. ...
4
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Common Core Standards : CCSS.ELA-Literacy.RST.9-10.5 Common Core Standards: ELA - Literacy ELA - Literacy.CCSS.ELA-Literacy.RST.9-10.5 Analyze the structure of the relationships among concepts in a text, including relationships among key terms. Set the Stage Most scientific or technical concepts do not stand alone;...
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Series and Sequences January 9th 2010, 03:32 AM #1 Junior Member Joined Nov 2009 Posts 45 Series and Sequences Find x and y, given that 1,x and y are in arithmetic sequence, and 1,y,x are in geometric sequence Find the first three terms of a geometric sequence given that the sum of the first four ter...
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Lines Parallel to Diameters July 6th 2011, 04:33 AM #1 Newbie Joined Jul 2011 Posts 2 Lines Parallel to Diameters I'm pretty sure I understand these but still having trouble with some... So if someone could help me? Find and equation of the line that contains a diameter of a circle x^2+y^2+2x-4y...
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MathGroup Archive: January 2012 [00385] [Date Index] [Thread Index] [Author Index] Re: InverseFunction: how to manage? • To: mathgroup at smc.vnet.net • Subject: [mg124298] Re: InverseFunction: how to manage? • From: Murray Eisenberg ...
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Math Forum Discussions Math Forum Ask Dr. Math Discussions Internet Newsletter MathTools Teacher2Teacher Teacher Exchange Workshops Search All of the Math Forum: Views expressed in these public forums are not endorsed by Drexel University or The Math Forum. Topic: Numerical integration of polyfit coefficients Repl...
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Systems of Equations - Practical Applications and Problem Solving TITLE: Systems of Equations - Practical Applications and Problem Solving TASK DEVELOPER: James Ring CONTENT AREA AND GRADE:10th and 11th Grade Foundations of Algebra II SCOPE AND SEQUENCE: Section 8.8,8.9,10.10 Algebra Text TARGET TEACHING DATE: March 22...
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Inverse of Linear Transformation - Two Non-Standard Bases October 12th 2011, 10:20 AM #1 Member Joined Oct 2010 Posts 150 Inverse of Linear Transformation - Two Non-Standard Bases Let V=S2x2 (2x2 real symmetric matrices) with basis (1,1;1,0) (0,1;1,0) (1,0;0,1) and let W=P2(R) with basis {x^2,x+1,1-x}. ...
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Volume of a Cylinder Lesson Plans & Worksheets | Lesson Planet Volume of a Cylinder Teacher Resources Find Volume of a Cylinder educational ideas and activities Showing 1 - 20 of 216 resources Seventh graders find the surface area and volume of a cylinder. In this area and volume lesson, 7th graders complete several...
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IntroductionSystem ArchitecturesPosition and Orientation SystemDigital Imaging SensorsTime Synchronization SensorDirect Sensor OrientationCamera CalibrationMounting Parameters CalibrationSingle-step Mounting Parameters CalibrationTwo-Step Mounting Parameters CalibrationMounting Parameters Calibration: Final RemarksPosi...
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Proposition 8 Similar pyramids with triangular bases are in triplicate ratio of their corresponding sides. Let there be similar and similarly situated pyramids with triangular bases AB and DEF vertices G and H. I say that the pyramid ABCG has to the pyramid DEFH the ratio triplicate of that which BC has to EF. Comp...
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Sampling a time dependent signal Next: Conclusion Up: number6 Previous: Frequency Measurement The problems involved in handling a more general time dependent signal, say a digitized acoustic signal, are considerably trickier. A primary problem is how to make the measurements without high frequency aliasing distort...
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Proof for the Radius of Curvature Date: 08/17/2003 at 18:02:05 From: Cam Coward Subject: A proof for the radius of curvature The equation of a circle of radius R centered at the origin is x^2+y^2 = R^2. Demonstrate that the radius of curvature is equal to R. I've found the first and second derivative but I can't see...
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help in differentiating March 13th 2010, 03:50 AM goaway716 help in differentiating function f is defined by f(x)=4sin(x)+9/(1+sin(x)) with 0<=x<=pi 1)Evaluate the first and second derivative of f. 2)Find and classify the stationary points of the funtion 3)Find the greatest and least values of f(x) ...
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Cardinality April 5th 2010, 10:01 AM #1 Cardinality What's the cardinality of $B=\{(x,X)| \ x\in A, \ X \subseteq A, \ x \in X \}$ where A is a set of n elements? $|B|=|A|.|X|$ since it's the result of a binary operation. Therefore $|B|=n.|X|$. Can we say anything about $|X|$? At most, $|X|=n$, but...
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Help dsolve/numeric - find numerical solution of ordinary differential equations Calling Sequence dsolve(odesys, numeric, vars, options) dsolve(numeric, procopts, options) Parameters odesys - set or list; ordinary differential or differential-algebraic equation(s) and initial/boundary conditions numer...
5
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position vector given points, but ratio between the two points? February 6th 2009, 10:43 PM #1 Junior Member Joined Jan 2009 Posts 36 position vector given points, but ratio between the two points? Use vectors to find the position vector of point 'P' if 'P' divides AB in the ratio 3:2 given A(-1,6,4) and...
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Evaluating Formulas by Substitution As we mentioned, a formula has a dependent variable on one side and an expression involving the independent variable(s) on the other side. To evaluate a formula, we evaluate the expression containing the independent variable(s). The result is the value of the dependent variable. Read...
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Ratio of two Cauchy random variables. [Archive] - Statistics Help @ Talk Stats Forum univariate 06-18-2010, 09:54 PM Hello. I'm trying to find the probability density function (pdf) of the random variable U = X/Y where X and Y are both iid Cauchy random variables, the pdf of X is f(x) = a/(pi (a^2 + x^2)) and the p...
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Finding limits... May 15th 2009, 08:54 PM #1 Newbie Joined Jun 2007 Posts 8 Finding limits... Hi, I need some help finding the limit of the following.... $\lim_{n \to \infty} \frac{2^n - n}{3^n - n}$ There is also one more i am stuck on, $\lim_{n \to \infty} \sqrt[n]{2^n + 3^n + 4^n}$ ...
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Yet Another Eliot Blog Project Euler Problem 1 Part 1,2 Project Euler problem 1 wants a person to find the sum of all numbers less than 1000 that are divisible by 3 and 5.  I was able solve this problem pretty easily in Scala.  My solution is very similar to how I would solve the problem in Java.  Quickly glancing at...
4
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riemann sum December 13th 2008, 05:51 PM #1 Member Joined Oct 2008 Posts 76 riemann sum Write down the Riemann sum for int_2^3 2x dx using N equal subintervals, simplify, and find the limit as N approaches infinity. I am not sure if I set the sum up properly and I am having trouble with the simplifi...
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Solving Systems Using Elimination I need help solving this problem using elimination 2x-2y=61 2x+y=-7 Please help 2x+2y=61 2x+y=7 2x+2y=61 -2y -2y __________ 2x = 61 - 2y ___________ 2 -> divide both sides by 2 x = 30.5 - y put this x value into other equation: 2(30.5 -y) +y = 7 61 - 2y + y = 7 -y -y ______________ 61...
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Complex number equation Hello can you please help me to solve this equation. $z^3+8=0$ (Wink) (Wink) (Wink) An alternative... \displaystyle \begin{align*} z^3 + 8 &= 0 \\ z^3 &= -8 \\ z^3 &= 8e^{i\pi} \\ z &= \left(8e^{i\pi}\right)^{\frac{1}{3}} \\ z &= 2e^{\frac{i\pi}{3}} \end{align*} Since this is a cubic, there are...
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Graphing the curve and both tangents... August 21st 2010, 07:07 PM #1 Junior Member Joined Jun 2010 Posts 47 Graphing the curve and both tangents... QUESTION: (a) Find the slope of tangent to the curve y=3+4x^2-2x^3 at the point where x=a. (b) Find equations of the tangent lines at the points (1...
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number theory December 2nd 2008, 02:25 AM #1 Junior Member Joined Sep 2008 Posts 39 number theory thanks for helpin me. guys 1. let p be a prime, show that every prime divisor of (2^p) -1 is greater than p. 2. let n= 3^(t-1). show that 2^n = -1 (mod 3^t) 1. Suppose $q$ is a prime divisor o...
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|x-1| = 1 - x November 12th 2011, 10:05 AM SweatingBear |x-1| = 1 - x Hey forum, I'm dealing with this one $|x-1| = 1 - x$ I use the definition of the absolute value of an arbitrary argument which gives $|x-1| = \{ x-1 \ , \te{ \ if \ } x-1 \geq 0 \ \Leftrightarrow \ x \geq 1 \ \ \ \ (1) \\ -(x-1)...
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Normalizer of a group and its relation to a subgroup December 18th 2013, 08:30 AM #1 Normalizer of a group and its relation to a subgroup Let H be a subgroup of a group G. a) Show that $H \leq N_G(H)$. Give an example to show that this is not necessarily true if H is not a subgroup of G. b) Show that $H ...
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Academic Year Mathematics High School Mathematics-Physics SMILE Meeting 1997-2006 Academic Years ...
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Mathematics 141 > Desesa > Notes > Practice_Final__Exam_Ans._Key_Spring_201.doc | StudyBlue MATH 141, PRACTICE FINAL EXAM , SPRING 2010 ANSWER KEY Evaluate the following indeterminate forms using L?Hôspital?s rule. Show all major steps. State what type of indeterminate form it is. Express final answer in simplest exact...
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Find a non subgroup out of subgroups cosets September 13th 2008, 06:02 AM #1 Super Member Joined Mar 2006 Posts 705 Thanks 2 Find a non subgroup out of subgroups cosets Find a group G with subgroups A and B such that AB is not a subgroup. I think I may be overthinking this, let G be the set of i...
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Treasure Island You find an old treasure map in your grandma’s attic. the map shows a cannon, a coconut tree, and a palm tree. the map states that to find the treasure you must: a. start at the cannon, walk toward the palm tree while counting your paces. when you reach the palm tree, turn 90 degrees to your left and w...
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Absolute maximum & minimum values. January 14th 2007, 05:50 PM #1 Newbie Joined Jan 2007 Posts 19 Absolute maximum & minimum values. Find the absolute maximum & minimum values of f(t)=2t(16-t^2)^(1/2) in the interval [-2, 4]. Give the answer in the form of f(a1)=b1, f(a2)=b2. Do not round the answers. ...
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est for Load the sample data. Create vectors containing the first and second columns of the data matrix to represent students' grades on two exams. load examgrades; x = grades(:,1); y = grades(:,2); Test the null hypothesis that the data in x and y comes from distributions with the same variance. [h,p,ci,stats] = v...
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September Back in January, I told my readers that I had been expelled from the teacher certification program at the University of Winnipeg. Over the next two months, I attempted to fight my expulsion. The University set up a kangaroo court to hear my final appeal, which was rejected in the end. Last week, I filed ...
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Math Help March 22nd 2009, 12:46 AM #1 Member Joined Oct 2008 Posts 158 differentiate how do u differentiate nlnnln(lnn)? i have the answer but I dont know how to do it. Please help explain how to differntiate 3 or more products. Do you mean: $n\cdot \ln(n) \cdot \ln(\ln(n))~,~n \in \mathbb R^...
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Sums of Powers of Positive Integers - Johann Faulhaber (1580-1635), Germany Johann Faulhaber was an arithmetic teacher (rechenmeister), who spent his entire life in Ulm, Germany. He also was an enthusiastic adherent of the new Protestantism who highlighted the number 666 in all of his books, whether religious or mathem...
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Localized geometric topologies with bounded node degree for three-dimensional wireless sensor networks Abstract Three-dimensional (3D) wireless sensor networks have attracted a lot of attention due to their great potential usages in both commercial and civilian applications, such as environmental data collection, poll...
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Proposition 22 To construct a triangle out of three straight lines which equal three given straight lines: thus it is necessary that the sum of any two of the straight lines should be greater than the remaining one. Let the three given straight lines be A, B, and C, and let the sum of any two of these be greater than...
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Statistical Inference Introduction to Statistical Inference The following paragraphs provide a quick review of ideas central to statistical inference. For a more detailed treatment, see Chapter 6 of [DeGroot, 1986]. Parameters and Parameter Spaces Statistical inference concerns the problem of inferring properties of...
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Quickie #7 January 3rd 2007, 04:34 AM #1 Super Member Joined May 2006 From Lexington, MA (USA) Posts 11,657 Thanks 598 Quickie #7 Show that for all integer values of $x$, . . $x^9 - 6x^7 + 9x^5 - 4x^3$ is divisible by $8640.$ Soroban, am I on the right track?. We have to show that...
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probablity with normal distribution February 18th 2007, 08:19 AM gracy probablity with normal distribution If a baseball player's batting average is 0.260 (26%), find the probability that the player will get at most 21 hits in 100 times at bat. February 18th 2007, 11:39 AM Soroban Hello, Gracy! Who a...
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GRE Practice Questions : 2013 The average age of the 5 members of a family is 25 years. The age of the youngest member is 5 years. What was the average age of the members of the family just before the youngest member was born? Sum of ages of 5 members = 25*5 The sum of ages of five members increased by 25 years in th...
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Cones - Center of Gravity, Center of Mass, etc. 2012-May-14, 03:56 PM #271 Established Member Join Date Jul 2006 Posts 221 Is This Correct Solution Is this the correct solution for the double-integral? So if the 2nd segment has an h=6 and r=1.5 then the answer is 0.029857499854668? Not Sure Je...
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Number of subgraphs within a complete graph April 24th 2013, 09:58 AM JK94 Number of subgraphs within a complete graph How many subgraphs with at least one vertex does K3 (a complete graph with 3 vertices) have? I know that K3 is a triangle with vertices a, b, and c. From asking for help elsewhere I was told...
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Metrigear Vector Pt 8: Pedal Speed (2) In the last post I discussed some data Metrigear presented on their blog showing accelerations measured at the pedal spindle, decomposed into radial and tangential components. I wanted to step back and discuss the derivation of power from pedal speed. Okay, to be honest I'd pr...
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euler stepwise method not to sure how to do this question, thanks for any help Euler, without correction, is the simplest possible method of solution approximation. Are you SURE you are serious about this class? Really, if you are struggling with this, you will not be a happy camper at all in the real near future. Jus...
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RE: st: precision problems with Mata? naaaahh... [Date Prev][Date Next][Thread Prev][Thread Next][Date index][Thread index] RE: st: precision problems with Mata? naaaahh... From "Jann Ben" <ben.jann@soz.gess.ethz.ch> To <statalist@hsphsun2.harvard.edu> Subject RE: st: precision problems with Mata? naaaahh......
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Natural logarithms April 8th 2010, 06:17 AM Schdero Natural logarithms 1) ln( $x^{\frac{1}{2}}$)=2. We know: ln( $x^{n}$)=n ln(x) -> 2ln(x)=ln(2) --> ln(x)= ${\frac{ln(2)}{2}}$. --> x= $e^{\frac{ln(2)}{2}}$. Is that correct? Because my booklet, again, says something different ;) 2) are generally...
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Modulo Classes Problems February 8th 2009, 08:49 PM #1 Member Joined Mar 2008 From Acolman, Mexico Posts 118 Modulo Classes Problems Hello, I need help with the following problem Let $n \in \mathbb{N}$ and $a \in \mathbb{Z}$, so $[a] \in \mathbb{Z}_n$. Prove that there exists an integer $b$ suc...
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Kllll by Catefanfan Sub: Finance Question: Calculation of variance of portfolio. Topic: Portfolio management ClassOf1 provides expert guidance to College, Graduate, and High school students on homework and assignment problems in Math, Sciences, Finance, Marketing, Statistics, Economics, Engineering, and many other su...
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Uniform Convergence of Series November 3rd 2007, 06:30 PM #1 Member Joined Jan 2007 Posts 114 Uniform Convergence of Series Hi, Show that the series $\sum \frac{x^n}{1+x^n}$ converges uniformly on [0,a] for any a in (0,1) There is a theorem in the book that says that is the series of functions ...
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John's Chess Playground al-Suli's Diamond One Abu Bakr Muhammad bin Yahya al-Suli composed this ancient problem that went unsolved for over a thousand years. It uses the ferz piece which is like a bishop that only moves one step. . . . . . . . . . . . . . . . . . . . . . . . . . . . k . . . . . . . . . . . . ....
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Limit Problem $lim_{x \to 0^{+}} \frac{b}{x}*[\frac{x}{a}] =$ (a > 0 , b > 0) I must be reading your question wrong, because it looks like you have $\mathop{\lim}\limits_{x \to 0+} \frac{b}{x} * \frac{x}{a}$ In which case those x's will cancel and the limit is just $\frac{b} {a}$ Which is NOT standard notation. I wou...
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[SOLVED] Rearrange to solve May 11th 2009, 02:19 PM #1 Newbie Joined May 2009 Posts 3 [SOLVED] Rearrange to solve Okay I feel dumb asking this, I should know this, but it's been so long since I've bothered to use any algebra I've completely forgotten how it would be done. Consider this equation. ...
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SAT problem May 15th 2012, 03:57 PM klg SAT problem the question is: A four-digit integer, WXYZ, in which W,X,Y and Z each represent a different digit, is formed according to the following rules. 1. x=w+y+z 2. w=Y+1 3. Z=W-5 what is the four-digit integer? I have tried every system of eq...
4
[ -0.07763671875, 0.054443359375, -0.037353515625, -0.0159912109375, -0.04541015625, 0.07666015625, 0.06396484375, 0.02099609375, -0.07763671875, -0.0311279296875, -0.0267333984375, 0.08203125, 0.0830078125, 0.091796875, -0.0302734375, 0.0108642578125, -0.07763671875, -0.012451171875...
3,599
3599