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16) Field of a sphere, field of a point Consider a sphere of radius R that is homogenously charged (it has therefore a constant volume charge density). The total charge contained is Q. Calculate the electric field everywhere in space. Hint: Analyse the symmetry of the problem and investigate how it can be exploited in the flux integral.

16) Field of a sphere, field of a point Consider a sphere of radius R that is homogenously charged (it has therefore a constant volume charge density). The total charge contained is Q. Calculate the electric field everywhere in space. Hint: Analyse the symmetry of the problem and investigate how it can be exploited in the flux integral.

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16) Field of a sphere, field of a point Consider a sphere of radius R that is homogenously charged (it has therefore a constant volume charge density). The total charge contained is Q. Calculate the electric field everywhere in space. Hint: Analyse the symmetry of the problem and investigate how it can be exploited in the flux integral.
Transcribed Image Text:16) Field of a sphere, field of a point Consider a sphere of radius R that is homogenously charged (it has therefore a constant volume charge density). The total charge contained is Q. Calculate the electric field everywhere in space. Hint: Analyse the symmetry of the problem and investigate how it can be exploited in the flux integral.
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