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Suppose a constant surface charge density ơ1 is spread on a thin, infinitely long cylindrical sheet of radius a. Coaxial with this is another thin cylinder, this time of radius b > a, on which one finds a surface charge density 02. a) Find the net electric field in the region 0 b. b) Find the electric potential difference AV between the first and second cylinder.

Suppose a constant surface charge density ơ1 is spread on a thin, infinitely long cylindrical sheet of radius a. Coaxial with this is another thin cylinder, this time of radius b > a, on which one finds a surface charge density 02. a) Find the net electric field in the region 0 b. b) Find the electric potential difference AV between the first and second cylinder.

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Suppose a constant surface charge density o1 is spread on a thin, infinitely long cylindrical sheet of radius a. Coaxial with this is another thin cylinder, this time of radius b > a, on which one finds a surface charge density 02. a) Find the net electric field in the region 0 <p<a, the region a < p < b and the region p > b. b) Find the electric potential difference AV between the first and second cylinder.
Transcribed Image Text:Suppose a constant surface charge density o1 is spread on a thin, infinitely long cylindrical sheet of radius a. Coaxial with this is another thin cylinder, this time of radius b > a, on which one finds a surface charge density 02. a) Find the net electric field in the region 0 <p<a, the region a < p < b and the region p > b. b) Find the electric potential difference AV between the first and second cylinder.
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