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Consider a metallic sphere of radius concentric with another hollow metallic sphere of inner radius and outer radius as shown in the figure. The inner,sphere is given a charge and outer . The electrostatic potential energy of the system is

(a)
(b)
(c)
(d)

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Important Questions on Electrostatics
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A point particle of mass is moving along the -axis under a force described by the potential energy shown below. It is projected towards the right from the origin with a speed .
What is the minimum value of for which the particle will escape infinitely far away from the origin?

HARD

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Define electric dipole moment. An electric dipole is placed within a uniform electric field and is rotated to an angle . Find out the work done.

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The diagrams below show regions of equipotential.
A positive charge is moved from to in each diagram.

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If the potential energy of the system is best given by:

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Rate of work done by the electric field at P is
Rate of work done by both the fields at Q is zero
The difference between the magnitude of angular momentum of the particle at P and Q is .

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MEDIUM
A two point charges and are fixed on the -axis at and , respectively. If the third point charge ‘ ’ is taken from the origin to along the semicircle as shown in the figure, the energy of the charge will:

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