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(A) For a hollow charged spherical conductor of radius $R$ and charge $Q$,the electric field $E$ inside the conductor is zero $(E = 0)$.Since the elec

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Is constant

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(A) For a hollow charged spherical conductor of radius $R$ and charge $Q$,the electric field $E$ inside the conductor is zero $(E = 0)$.Since the electric field is the negative gradient of the potential $(E = -dV/dr)$,if $E = 0$,then $dV/dr = 0$.This implies that the potential $V$ is constant throughout the interior of the conductor.The value of this constant potential is equal to the potential at the surface,which is $V = \frac{1}{4\pi\epsilon_0} \frac{Q}{R}$.

Inside a hollow charged spherical conductor,the potential

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