I am getting an error that I don't know how to fix. Here is the problem that I started with and the error messages that I am getting. Any help would be wonderful!
Question:
The following integral arises in the study of reaction-diffusion equations. It describes the width of repeating patterns in periodic steady state solutions. T(µ) = integral from 0 to 1 of ( µ / sqrt ( F(µ)−F(µz) ) dz. µ is a fixed constant with 0 < µ < 1 and F(x) = x^2 / 2 − x^3 / 3. Find T(0.01) using quad. My professor said that the F(x) is what we need to use µ in, which we will then put into the sqrt in our equation. We have to create a formula where z is the only variable so that we can use that with the quad function.
Errors that I am getting:
Error using /
Matrix dimensions must agree.
Error in
Homework_7>@(z)(mu/(sqrt(((((mu).^2)/2)-(((mu).^3)/3))-((((mu*z).^2)/2)-(((mu*z).^3)/3)))))
Error in quad (line 67)
y = f(x, varargin{:});
Error in Homework_7 (line 82)
quad(Tmu, 0, 1)
