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A spherical conductor of radius X has a total charge Q and a uniform charge density a on its outer surface Inside the conductor are two cavities One cavity is shaped like a cube and contains a charge qi The other is a spherical cavity of radius Y with some charge concentrated at its center Calculate the charge density on the inner surface of the spherical cavity as a function of mark Consider the four possible arrangements of point charges at the corners of a cube as shown in Figure We define as the flux of the electric field through the shaded
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