Given a vector field [itex]A=(2x,-z^2,3xy)[/itex], find the flux of A through a surface defined by [itex] ρ
=2, 0<\phi<\pi/2, 0<z<1[/itex]
The Attempt at a Solution
Can I use divergence method here?
This is a closed surface correct? A cylindrical wedge?
Also do I need to convert the vector field to cylindrical form? Or the defined surface to rectangle form?
If I used divergence do I divide my answer by 4 since the wedge is a 1/4 of the cylinder?