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MATLAB CODES - try running on ur compilers

EXPERIMENT - 1A   FOURIER SERIES clc clear all close all syms x f=input( "Enter the function of x: " ) I=input( "Enter the interval [a,b]: " ) m=input( 'Enter the number of Harmonics required: ' ) a=I(1); b=I(2); L=(b-a)/2; a0=(1/L)*int(f,a,b); Fx=a0/2; for n=1:m     figure;     an(n)=(1/L)*int(f*cos(n*pi*x/L),a,b);     bn(n)=(1/L)*int(f*sin(n*pi*x/L),a,b);     Fx=Fx+an(n)*cos(n*pi*x/L)+bn(n)*sin(n*pi*x/L);     Fx=vpa(Fx,4);     ezplot(Fx,[a,b]);     hold on     ezplot(f,[a,b]);     title([ 'Fourier Series with ' ,num2str(n), 'harmonics' ]);     legend( 'Fourier Series' , 'Function Plot' );     hold off end disp(strcat( 'Fourier series with' , num2str(n), 'harmonics is: ' ,char(Fx)))     HARMONIC ANALYSIS   clear all clc syms t x=input( 'Enter the equally spaced values of x: ' ); y=input( 'Enter the values of y=f(x): ' );

MATLAB EXPERIMENTS - SOLUTION OF DE USING METHOD OF VARIATION OF PARAMETERS AND CAUCHY-EULER METHOD

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MATLAB EXPERIMENTS - SOLUTION OF DE USING LAPLACE TRANSFORMS AND MATRIX METHOD

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MATLAB EXPERIMENTS - POWER SERIES AND Z-TRANSFORMS

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