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Problem 5. a. Consider a uniformly charged thin-walled right circular cylindrical shell having a total charge Q radius R, and height h. Determine the electric field at a point a distance d from the right side of he cylinder as shown in the figure. a solid cylinder with the same dimensions and carrying the same charge, uniformly ed throughout its volume. Find the electric field it creates at the same point dx
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Consi der one ring with thickness dx, and it has charge The electric fiel d athe the chosen point is, dE = Inetegrate on both si de from the limits d to d+h a+E h(x2 +R2 2h 1/2 12The charge per unit area is, Qdx The field produced by the one disck is, dE = Integrate on the both side to get the total electric field 2 1/2 12 a 2k,0 RAn

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