By which curve will the variation of gravitational potential of a hollow sphere of radius $R$ with distance be depicted
By which curve will the variation of gravitational potential of a hollow sphere of radius $R$ with distance be depicted
For hollow sphere
${V_{in}} = \frac{{ - GM}}{R}$, ${V_{{\rm{surface}}}} = \frac{{ - GM}}{R},\,\,{V_{out}} = \frac{{ - GM}}{r}$
i.e. potential remain constant inside the sphere and it is equal to potential at the surface and increase when the point moves away from the surface of sphere.
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