A hollow spherical conductor of radius r potential of 100 V at its outer surface. The potential inside the hollow at a distance of` (r )/(2)` from its centre is

Consider a hollow spherical conductor that has a potential of 300 volts at its outside surface . The potential inside the hollow must be (a) Zero at the center and rising to something less than 300 V at the edge of the hollow (b) Zero at the outer part and rising to 300 volts at the centre. (c ) It depends on the ratio of outer and inner radii (d) Zero everywhere (e ) 300 V everywhere (f ) 150V everywhere

Consider a hollow spherical conductor that has a potential of 300 volts at its outside surface . The potential inside the hollow must be (a) Zero at the center and rising to something less than 300 V at the edge of the hollow (b) Zero at the outer part and rising to 300 volts at the centre. (c ) It depends on the ratio of outer and inner radii (d) Zero everywhere (e ) 300 V everywhere (f ) 150V everywhere

A hollow conducting sphere of radius R has a charge (+Q) on its surface. What is the electric potential within the sphere at a distance r = (R )/(3) from its centre ?

A hollow conducting sphere of radius R has a charge (+Q) on its surface. What is the electric potential within the sphere at a distance r = (R )/(3) from its centre ?

A hollow conducting sphere of radius R has a charge +Q on its surface. What is the electric potential within the sphere at a distance r = R//3 from its centre.

A hollow metallic sphere, of radius 5 cm have potential I0 V on its surface. Find the potential at a distance 2 cm from its centre.

The potential of a charged spherical conductor of radius r is 10V. The potential at a point (r )/(2) from its centre is