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Problem 2 (5 points) - Coulomb's Law A cylindrical shell (just the side, not the top or bottom) has a surface charge density of P = Po. The cylinder is centered around the z-axis, extends over the xy-plane and below the xy- plane, and has a radius of a. Use the first 5 steps of the "patented 6-step method" with Coulomb's law to find the electric field E(Robs) where Robs may travel anywhere on the z-axis. Do not solve the integral.

Fig: 1