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Gauss's Law Cylinder

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For points far from the ends of the cylinders, determine the electric field at the following radial distances from the central axis.

(a) r = 2.0 cm

(b) r = 6.0 cm

(c) r = 13 cm

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Solution Summary

The solution explains how to find the radial distance of an electric field from a Gaussian surface cylinder with calculations and written explanation to aid understanding.

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A thin cylindrical shell of radius R1 = 5.0 cm is surrounded by a second cylindrical shell of radius R2 = 9.0 cm, as in Fig. 22-34. Both cylinders are 5.0 m long. The inner one carries a total charge of Q1 = -4.8 µC. The outer one carries a total charge of Q2 = +2.5 µC. ...

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