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This is the simulated result of MATLAB experiment 3a
Typology: Lab Reports
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Solution: syms x y f=exp(x)+exp(y) ezsurf(f) colormap cool Input and Output:
Solution: t=linspace(0,100); x=t; y=t.^2; z=t.^3; comet3(x,y,z); plot3(x,y,z); xlabel('x-axis'); ylabel('y-axis'); zlabel('x-axis'); title('3D Curve') Output:
Solution: [x,y]=meshgrid(-2:.2:2); f=x.*(x.^2 + y.^2); surf(x,y,f) Output:
Solution: clear clc close all
syms x y f=input('Enter the function f(x,y): '); I=input('Enter the point[a,b] at which Taylor series is sought: '); a=I(1);b=I(2); n=input('Enter the order of series:'); tayser=taylor(f,[x,y],[a,b],'order',n) subplot(1,2,1); ezsurf(f); subplot(1,2,2); ezsurf(tayser); Input and Output: exp(1) + exp(1)(x - 1) + exp(1)(y - 1) + (exp(1)(x - 1)^2)/2 + (exp(1)(x - 1)^3)/6 + (exp(1)(x - 1)^4)/24 + (exp(1)(y - 1)^2)/2 + (exp(1)(y - 1)^3)/6 + (exp(1)(y - 1)^4)/24 + (7exp(1)(x - 1)^2(y - 1)^2)/4 + 2exp(1)(x - 1)(y - 1) + (3exp(1)(x - 1)^2(y - 1))/2 + (3exp(1)(x - 1)(y - 1)^2)/2 + (2exp(1)(x - 1)^3(y - 1))/3 + (2exp(1)(x - 1)(y - 1)^3)/
