Consider 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 b 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.
d) Plot E for all points in space and V for all points in space for r < c.
Please explain and write readable and specific
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