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use_traprule
Course: MCS 320, Fall 2008School: Ill. Chicago
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% Problems with computer projectors turned this % lecture into an exercise session. % We illustrated the use of functions in functions % with the <a href="/keyword/trapezoidal-rule/" >trapezoidal rule</a> , implemented by the % function traprule: help traprule % see comments The function t = traprule(f,a,b) returns in t the application of the <a...
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% Problems with computer projectors turned this % lecture into an exercise session. % We illustrated the use of functions in functions % with the <a href="/keyword/trapezoidal-rule/" >trapezoidal rule</a> , implemented by the % function traprule: help traprule % see comments The function t = traprule(f,a,b) returns in t the application of the <a href="/keyword/trapezoidal-rule/" >trapezoidal rule</a> to approximate the definite integral of f over [...
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Ill. Chicago - MATH - 165
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Argument Principle Zeroes and Poles For the moment, we shall consider a function f (z) analytic in the punctured disk Dz0 ,R = {z |0 < |z z0 | R } . Then f (z) =n= nan (z z0 ) , 1 2i f () ( z0 )n1an = nd.Cz0 ,r If f (z) = n=0 an (z
Ill. Chicago - MATH - 165
Math 165 Spring 2009: Special Assignment Two Due Wednesday, March 11, 2009, in Lecture The Rules This assignment should be typed. For suggestions on typing, see http:/www2.math.uic.edu/~lewis/math165/165type.pdf Special Assignment Two is a GROUP PR
Ill. Chicago - MATH - 165
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Ill. Chicago - MATH - 165
Math 165 Spring 2009: Special Assignment One Due Wednesday, February 11, 2009, in Lecture The Rules This assignment should be typed. For suggestions on typing, see http:/www2.math.uic.edu/~lewis/math165/165type.pdf Special Assignment One is a GROUP
Ill. Chicago - MATH - 165
Math 165: Income and Investment Streams Simple Model If a present value P is invested at time t = 0 with continuous compounding (CC) at rate r, the future value at time t = T is B = B(T ) = P erT = P (0)erT . If we wish to have future value B at time
Ill. Chicago - MATH - 165
Math 165 Spring 2007: Special Assignment Two Due Monday, March 19, 2007, in Lecture The Rules. Special Assignment Two is a GROUP PROJECT. All papers must be worked on and written up by groups of at least two and no more than four people. TYPE the gro
Ill. Chicago - MATH - 165
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Math 165 Linear Price Demand Model and Parabolas A typical problem about maximizing revenue A manufacturer determines that when x hundred units of a particular commodity are produced, they can all be sold for a unit price given by the demand functio
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Ill. Chicago - MATH - 165
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Ill. Chicago - MATH - 165
Ill. Chicago - MATH - 165
1. Find the composite function f(2x-3), where f ( x) = 1 - x . x2. At a certain factory, the total cost of manufacturing q units during the daily production run is C (q) = q 2 + 2q + 297 dollars. On a typical workday, q(t) = 17t units are manufactu
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Math 181 Calculus IIFourier Series and ExamplesJLFunctions Periodic with Period 2 The typical functions with period 2 are cos(t), sin(t), but also cos(kt), sin(kt), k = 1, 2, . . . . Each has fundamental period2 k .With k = 0, we also consid
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CONCERNING THE SAMPLE STANDARD DEVIATION Stanley L. Sclove University of Illinois at ChicagoLet X1 , X2 , . . . , Xn denote the sample. The sample variance V is equal to SSD/(n - 1), where SSD is the sum of squared deviations from the mean, SSD = n
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Stanley L. Sclove Discriminant Analysis for Iris Data Page 1 =Discriminant Analysis for Iris Data Linear Method for Response: Predictors: F1 F2 F3 F4 Group Count 1 50 2 50 CLASS 3 50Summary of Classification Put into .True Group. Group 1 2 3 -1 5
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<HTML>PCs for a sample of N = 100 on n = 5 variables, SYS, DIAS, WT, HT, AGE<PRE><B> 09/08/2004 12:38:20 AM Welcome to Minitab, press F1 for help.A PRINCIPAL COMPONENTS ANALYSISCorrelations: AGE, SYS, DIAS, WT, HT AGE
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Ill. Chicago - IDS - 577
1 MTB > ANOVa 'Yield' = 'Conc' 'Catalyst' 'Conc'*'Catalyst' Factor Type Levels Values Conc fixed 2 1 2 Catalyst fixed 2 1 2 Analysis of Variance for Yield Source DF SS MS
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# MnPg271 Dat # A=Reactant Concentration=Lo/Hi; B=Amt of Catalyst=Lo/Hi; Y = Yield # n = 3 reps #
Ill. Chicago - IDS - 577
11.39.96.73.02.624.15.7**2.93*9.9*3.0*40.98.6*2.11.850.48.3*1.21.761.56.74.8*2.570.28.84.53.02.482.18.03.03.81.491.87.6*3.22.5104.58.0*3.32.2112.59.2*3.33.9124.56.45.33
Ill. Chicago - IDS - 577
Sheet1 GEMINI The GEMINI command executes the GEMINI program written by Lee Wolfle and Corrina A. Ethington Ethington (1985, 1986). GEMINI is a program used for the analysis of structural equations with standard errors of indirect effects. The format
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Ill. Chicago - IDS - 577
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