📄 a181.m
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%----------------------------------------------------------------
% Example a1.8.1: Numerical Integration
%----------------------------------------------------------------
% Initialize
clc % clear command window
clear % clear variables
a = -1; % lower limit
b = 1; % upper limit
n = 100; % number of panels
randinit (500); % select random sequence
f = inline ('exp(-x.*x/2) ./ sqrt(2*pi)','x');
% Simpson's method
fprintf ('Example a1.8.1: Numerical Integration\n\n');
y = simpson (a,b,n,f);
fprintf ('Simpson: I(-1,1) = %.6f\n',y)
% Direct method
disp('Computing by direct method ...')
c = 0;
for k = 1 : 1000
x = randg(1,1,0,1);
if (x >= a) & (x <= b)
c = c + 1;
end
if (k == 10) | (k == 100) | (k == 1000)
fprintf ('direct, p = %5i %.6f \n',k,c/k);
end
end
% Trapezoid rule
y = trapint(a,b,n,f);
fprintf ('Trapezoid rule: I(-1,1) = %.6f\n',y)
wait
%----------------------------------------------------------------
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