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Consider two cases:
(i) A point charge $q$ at the origin
(ii) A uniformly charged solid sphere of radius (with its center at the origin) and total charge
Given below are graphs of a property versus distance from the origin for the two cases. The graphs coincide for

(i) A point charge $q$ at the origin
(ii) A uniformly charged solid sphere of radius (with its center at the origin) and total charge

(a) is electric potential due to point charge/charged sphere.
(b) is magnitude of electric field due to point charge/charged sphere.
(c) is electrostatic potential energy of point charge/charged sphere.
(d) is charge density in space.

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Important Questions on Electrostatics
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An isolated sphere of radius , contains uniform volume distribution of positive charge. Which of the curves shown below correctly illustrates the dependence of the magnitude of the electric field of the sphere as a function of the distance , from its centre?

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