A short electric dipole has dipole moment of `4xx10^(-9)Cm`. Determine the electric potential due to the dipole at a point distant 0.3 m from the centre of the dipole situated on (a) the axial line (b) on equatorial line and (c) on a line making an angle of `60^(@)` wth the dipole axis.

A short electric dipole has dipole moment of 16 x 10^-9 C m. The electric potential due to dipole at a point at a distance of 0.6m from centre of dipole situated on aline making an angle of 60 degrees with dipole axis:

A short dipole has a dipole moment of 16times10^(-9)Cm .The electric potential due to it at a distance 0.6m from centre of dipole situated on axial line is 200V .The electric potential at same distance on a line making an angle 60^(0) with dipole axis is

Let there be a short dipole having dipole moment of 5xx10^(-8) Cm. Calculate electric potential due to this dipole at point which is 1 m away from the centre of dipole in the following cases: (i) the point is on the axis of dipole (ii) the point is on the equatorial plane of dipole (iii) the point is on a line at an angle 60^(@) with the axis and passing through the centre.

Deduce an expression for the electric field E due to a dipole of length '2a' at a point distant 'r' from the centre of the dipole on the axial line. (b) Draw a graph of E versus r for r gt gt a. ©

A short electric dipole has dipole moment p. Find the distance of farthest point from the dipole where (a) potential due to the dipole is V_0 (b) Electric field due to the dipole is E_0

What is the electric potential at a point distance 100 cm from the centre of an electric dipole of moment 2xx10^(-4)C-m on a line laking an angle of 60^(@) ?

Two charges of +25xx10^(-9) coulomb and -25xx10^(-9) coulomb are placed 6 m apart. Find the electric field intensity ratio at points 4 m from the centre of the electric dipole (i) on axial line (ii) on equatorial line