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1) A sphere of radius R centred at the origin, carries charge density: R p(r,0) = C(R - 2r)sint where C is a constant and r and are the usual spherical coordinates. a) Find the total charge due to the charge distribution p inside the sphere b) Calculate the electric flux due to this charge distribution.

1) A sphere of radius R centred at the origin, carries charge density: R p(r,0) = C(R - 2r)sint where C is a constant and r and are the usual spherical coordinates. a) Find the total charge due to the charge distribution p inside the sphere b) Calculate the electric flux due to this charge distribution.

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Question A1 1) A sphere of radius R centred at the origin, carries charge density: R p(r,0) = C(R — 2r) sint where C' is a constant and r and are the usual spherical coordinates. a) Find the total charge due to the charge distribution p inside the sphere. b) Calculate the electric flux due to this charge distribution.
Transcribed Image Text:Question A1 1) A sphere of radius R centred at the origin, carries charge density: R p(r,0) = C(R — 2r) sint where C' is a constant and r and are the usual spherical coordinates. a) Find the total charge due to the charge distribution p inside the sphere. b) Calculate the electric flux due to this charge distribution.
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