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Consider a spherical thin shell of radius R with charges uniformly distributed on its surface. The uniform surface charge density is denoted as o. (a) Setting the potential V to be zero at infinity, find the electric potential created by the charged shell by directly using dq 1 V = 4T€0 (1) (b) Using V, find the electric field E created by the shell. (c) Find the energy W stored in this system.

Consider a spherical thin shell of radius R with charges uniformly distributed on its surface. The uniform surface charge density is denoted as o. (a) Setting the potential V to be zero at infinity, find the electric potential created by the charged shell by directly using dq 1 V = 4T€0 (1) (b) Using V, find the electric field E created by the shell. (c) Find the energy W stored in this system.

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Consider a spherical thin shell of radius R with charges uniformly distributed on its surface. The uniform surface charge density is denoted as o. (a) Setting the potential V to be zero at infinity, find the electric potential created by the charged shell by directly using dq 1 V = 4περ (1) (b) Using V, find the electric field E created by the shell. (c) Find the energy W stored in this system.
Transcribed Image Text:Consider a spherical thin shell of radius R with charges uniformly distributed on its surface. The uniform surface charge density is denoted as o. (a) Setting the potential V to be zero at infinity, find the electric potential created by the charged shell by directly using dq 1 V = 4περ (1) (b) Using V, find the electric field E created by the shell. (c) Find the energy W stored in this system.
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