consider a uniformly charged non-conducting cube of volume charge density p. Potential of one of the vertex is 4 volt, find the potential of centre of cube(in volts)

Question

Vikas TU · Answer

Dear Student,

Potential of one of vertex = 4V

Volume charge density = p

Potential of center of cube = Potential of one of vertex/ Volume charge density

= 4/p.

Cheers!!

Regards,

Vikas (B. Tech. 4^th year
Thapar University)

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consider a uniformly charged non-conducting cube of volume charge density p. Potential of one of the vertex is 4 volt, find the potential of centre of cube(in volts)

consider a uniformly charged non-conducting cube of volume charge density p. Potential of one of the vertex is 4 volt, find the potential of centre of cube(in volts)

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consider a uniformly charged non-conducting cube of volume charge density p. Potential of one of the vertex is 4 volt, find the potential of centre of cube(in volts)

consider a uniformly charged non-conducting cube of volume charge density p. Potential of one of the vertex is 4 volt, find the potential of centre of cube(in volts)

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