Could you show me the step by step process please? I have looked at the examples in the book and my notes and I'm unsure as to how to work this problem. As it is it was the same question/answer problem but I'd like to know for the future the process of solving this.
15.6.3 integrate G(x.yz)-y2 over the sphere x2 y2+z2-16 Wnite the integral G(xy z) do as a double integral. Ï2x JGkyz) do-J 256 sin vsin 2(u) du dv Evaluate the integral found in the previous step. 1024 G(x,yz) do -(Type an exact answer in terms of Ï )
