ps5solnsF06

ps5solnsF06 - %Engineering 6, Fall 2006, Problem 5.1...

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%Engineering 6, Fall 2006, Problem 5.1 Solution %(Polynomial exercises) %Suppress extra lines in output and set fixed short display format compact ; format short ; clc; %Clear command window clear; %Clear variables %Part (a) a = [4 0 -11 6 -10]; b = [6 0 4]; c = conv(a,b); fprintf( 'Part (a)\nThe coefficients of the product polynomial are:\n' ); fprintf( '%6.0f' ,c); fprintf( '\n' ); %Blank line %Part (b) deriv_c = polyder(c); %Could also write: deriv_c = polyder(a,b) fprintf( '\nPart (b)\nThe coefficients of the derivative of the product polynomial are:\n' ); fprintf( '%6.0f' ,deriv_c); fprintf( '\n' ); %Blank line %Part (c) %Define numerator and denominator coefficient vectors n = [3 12 -23 14]; d = [9 3 4]; %Calculate quotient and remainder coefficients [q r] = deconv(n,d); fprintf( '\nPart (c)\nThe quotient coefficients are:\n' ); fprintf( '%8.2f' ,q); fprintf( '\nAnd the remainder coefficients are:\n' ); fprintf( '%8.2f' ,r); fprintf( '\n' ); %Blank line %Part (d) %Define roots vector r = [2 6 8 -3+5j -3-5j]; %Calculate the polynomial coefficients e = poly(r); fprintf( '\nPart (d). Given the specified roots, the polynomial coefficients are:\n' ); fprintf( '%8.1f' ,e); %Find the roots of the polynomial defined by e %Note that the fprintf function only displays the real part of complex numbers, %so to get the complete numbers displayed we have to set up an array with %the real parts of the roots in the first row and the imaginary parts in the %second row. Then we fprintf the array (named T below). (The "i" in the "%4.1fi" is
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This note was uploaded on 01/22/2011 for the course ENG 006 taught by Professor Lagerstrom during the Fall '06 term at UC Davis.

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ps5solnsF06 - %Engineering 6, Fall 2006, Problem 5.1...

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