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For spherical symmetrical charge distribution, variation of electric potential with distance from center is given in diagram. Given that $V = \frac{q}{4 π \in_{0} R_{0}} f o r r \leq R_{0}$ and $V = \frac{q}{4 π \in_{0} r} f o r r \geq R_{0}$
Then which option(s) is/are correct

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Total charge within 2 $R_{0}$ , is q.

Total electrostatic energy for $r \leq R_{0}$ is zero.

At r = $R_{0}$ , electric field is discontinuous.

There will be no charge anywhere except at r = $R_{0}$

answer is A, B, C, D.

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Detailed Solution

The given graph is of charged conducting sphere of radius $R_{b}$ . The entire charge distributes on the surface of the sphere.

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