A spherical conductor of radius R is carrying a charge of +Q. The ratio of the electric potentialscorresponding to a point on the surface of the conductor and a point at a distance2R from thecentre of the conductor are in the ratio

A spherical shell of radius R has a charge+q units. The electric field due to the shell at a pointInside is zero and varies as outside itInside the constant and varies as outside itInside is zero and varies as outside itInside is constant and varies as outside it

A charge ‘Q’ is given to a conducting sphere of radius R. The total energy stored is Choose answer:

Find potential outside and inside of a uniformly charge (q) sphere of radius R. Also, plot V as afunction of distance.

A solid conducting sphere of radius R is charged such that the magnitude of the electric field at the surface of the sphere is 4.239 ⋅ 105 V/m4.239 · 105 V/m . The potential 28.37 cm from the surface of the sphere is 6.288E5 V. What is the radius R of the sphere?

A non-conducting solid sphere of radius R is uniformly charged. The magnitude of the electric field due to the sphere at a distance r from its centre :-Decreases as r increases, for r < RDecrease as r increase, for 0 < r < ∞Decrease as r increase, for R < r < ∞It discontinuous at r = R