How can i convert my code to matlab 7 ?
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So recently i've been asked to do a project about Simpson's composite rule and i worked the whole thing with matlab r2017, but my teacher asked me to do it on Matlab 7 (because the computers of the school only do have Matlab 7.0 R14 2004) when i tried to execute my program on this version of matlab i've faced so many problems and didn't work because of librairies i think so please what can be the alternative for this code in an ancient machine and thanks for your reply in advance
function IntegralS = SimpsonComposite()
% Inputs :
% --------
funstr = input('Please enter your function : ', 's');
f = str2func( ['@(x) ' funstr ] );
a = input('Please enter the point a : ');
b = input('Please enter the point b : ');
n = input('Please enter how many time you want to use this formula : ');
h = (b-a)/(2*n);
xi = a:h:b;
% The primitive of your function :
% --------------------------------
syms x;
fprintf('The primitive of your function is : %s \n', int(f,x));
% calculate the integral :
% ------------------------
fprintf('The value of this integral is : %s\n ', integral(f,a,b));
% The value of this integral with Simpson's composite is :
% ---------------------------------------------------------
Integrale = h/3 * (f(xi(1)) + (f(xi(end))) + 4.*sum(f(xi(2:2:end))) + 2.*sum(f(xi(3:2:end-2))));
fprintf('The value of this integral via Simpson''s composite is : %s\n ', Integrale);
disp(' ');
% The points of this integral are :
% ---------------------------------
disp ('The points of this integral are : ');
disp(sym(xi));
% The results of these points with our function :
% -----------------------------------------------
disp ('The results of these points with our function : '); disp(f(xi));
% The value of h is :
% -------------------
fprintf('The value of h is : %s', sym(h));
% The error bound is :
% --------------------
syms x;
Errorbound = integral(f,a,b) - Integrale;
fprintf('The error bound is : %s\n', Errorbound);
1 Comment
Walter Roberson
on 20 Apr 2018
Please do not close Questions that have an Answer.
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