1. {It} Points) lConsider an infinite line with a total charge of 3Q in a length L that. is uniformly distributed. This line charge is surrounded by a hollow conducting cylinder with no net. charge that has inner radius 15 and outer radius c. a] Find the surface charge density on the inner and outer surfaces of the conducting cylinder. b] Determine the E at all points in space. c] Determine the electric potential at all points in space for r c c. d] Plot. E for all points in space and V for all points in space for r a: c