- #1

Sam2000009

OP warned about not using the homework template

Consider an inﬁnitely long hollow dielectric cylinder of radius a with the electricpotential V = V0 cos φ on the surface of the cylinder where φ is an angle measured around the axis of the cylinder. Solve Laplace’s equation to ﬁnd the electric potential everywhere in space.

**Do you just plug V into (del)^2 u where u=v?****I did that but it seems too simplistic**