Integral of the product of integrals
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I1 = integral [f1(x,y), x, a, b]
I2 = integral [f2(x,y), x, a, b]
I3 = integral [f3(x,y), x, a, b]
integral(I1*I2*I3, y, c, d)
Note that a,b,c,d are constant. Integrals have no analytical solution.
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Accepted Answer
Matt J
on 16 Jan 2022
Edited: Matt J
on 16 Jan 2022
I=@(y,f) integral( @(x)f(x,y), a, b);
I123=@(y) I(y,f1) .* I(y,f2) .* I(y,f3);
integral(I123, c, d)
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