Assignment:
A differential of volume is given by:
dV = r2sinθdrdθd(Φ) can you derive this for me i.e. using a differential of volume and spherical coordinates show how this equation is arrived at?
r is a radius, theta is the angle in the x-y plane and psi is the the z-y plane. Show diagram.
Provide complete and step by step solution for the question and show calculations and use formulas.