1.
(a) Define a law of electrostatics in integral form that is used to
compute the
electrostatic field E due to a symmetric distribution of charge
within a given volume. State the meaning of the terms in the
defining equation.
(b) A uniformly charged long cylinder of radius a and length L has
total charge q inside its volume.
What is the direction of the electric field at points outside the
cylinder?
Find the electric field inside and outside the cylinder.
(c) Total charge q is distributed along a line of length L.
Determine the electric field produced by the wire using Gauss’s
law. Compare this result with the result in part (b).
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