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Science · Physics
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4. Imagine that you have a hollow conducting shell of radius R, with a charge of +20 distributed uniformly over the surface. There is a point charge located exactly at the center of the hollow shell with charge -Q. (See picture below. Note that the shell is actually a 2-dimensional surface which encloses a 3-dimensional volume. Think of a ping-pong ball. In the diagram I have only drawn a 2-dimensional cross section). a Find an expression for the electric field inside the 2Q conducting shell, expressed as E(r) for r<R. b) Now find an expression for the electric field R outside the shell, again expressed as E(r) for r R. c) Combining your results from parts a and b), draw a plot of the behavior of the electric field as a function of r, from r 0 to large r. Yes, there should be a discontinuity
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