1. The problem statement, all variables and given/known data I've been given that the Bessel function ∫(J3/2(x)/x2)dx=1/2π (the integral goes from 0 to infinity). 2. Relevant equations ∫(J3/2(ax)/x2)dx, where a is a constant. 3. The attempt at a solution Is the following correct? a2∫(J3/2(ax)/(ax)2)dx=a2/2π (This is just a part of a triple integral. We are not asked nor expected to bother too much with the Bessel function, since it is not the focus of the problem).