Show that electric intensity at a point outside a charged cylinder is inversely proportional to its distance from the axis of the cylinder.

Show that electric intensity at a point outside a charged sphere is inversely proportional to square of its distance from the centre of the sphere.

Electric intensity at a point due to a charged cylinder of infinite length is inversely proportional to its

Show that electric intensity at a point outside a charged cylinder is given by , E = (sigma R)/(in_0 kr)

Show that electric intensity at a point outside a charged sphere is given by, E = (sigma R^2)/(in_0 kr^2)

The magnetic induction at a point on axis or equator is proportional to n" power of distance from centre where n is

Obtain an expression for electric field intensity at a point outside a charged conducting sphere.

Show that energy stored in a charged condenser is directly proportional to square of its potential difference between the plates

A long cylinder of radius 2 cm carrying a charge of 5 mu C/m is kept in a medium of dielectric constant 10. Find the electric field intensity at a point situated at a distance 1m from the axis of cylinder.

A conducting cylinder of length 2m has a charge of 100 mu C and is surrounded by a medium of dielectric constant 3. Find the electric field intensity at a distance of 3m from the axis of the cylinder .

A conducting cylinder having charge density of 0.121 mu C/m^2 and radius 25 mm is surrounded by a medium of dielectric constant 4 . Find the electric field intensity at a distance of 1m from the axis of the cylinder .