The potential at a distance `R//2` from the centre of a conducting sphere of radius `R` will be

The electric field at a distance 3R//2 from the centre of a charge conducting spherical shell of radius R is E . The electric field at a distance R//2 from the centre of the sphere is

Potential at a point x-distance from the centre inside the conducting sphere of radius R and charged with charge Q is

The electric field at a distance (3R)/2 from the centre of a charged conducting spherical shell of radius R is E. The electric field at a distance R/2 from the centre of the sphere is :

Draw a plot showing variation of electric field with distance from the centre of a solid conducting sphere of radius R, having of + Q on its surface.

A point charge q has been placed at a distance x from the centre of a neutral solid conducting sphere of radius R(x gt R). Find the potential of the sphere. How will your answer change if the sphere is not solid, rather it is a thin shell of conductor.

[" A point of charged "q" is placed at a distance "2r" from the "],[" centre "0" of a conducting uncharged sphere of radius "r" ."],[" What is potential of induced charges at point "P" (lying in a "P(2....)],[" line joining the point charge and centre of sphere).Given "],[q=10nC" and "r=5m]

P is a point at a distance r from the centre of a solid sphere of radius a. The gravitational potential at P is V. IF V is plotted as a function of r, which is the correct curve ?