Consider a dipole with charge q = 1.65 nC and separation d = 0.549 m. What is the potential a distance x = 0.699 m from the center of this dipole at an angle θ = 63.7° with respect to the dipole axis, as shown in the figure?   V

The electrostatic potential due to an electric dipole at a distance ' r𝑟 ' varies as

Consider an electric dipole on the x-axis and centered at the origin. At a distance h = 18.9 cm along the positive x-axis, the magnitude of electric field due to the electric dipole is given by k(2qd)h3𝑘(2𝑞𝑑)ℎ3 , where q = 3.07 μC and d = 2.57 cm. Find a distance perpendicular to the x-axis and measured from the origin at which the magnitude of the electric field is the same. (You may enter your calculation using scientific notation.)  m

An electric dipole is placed with its axis making an angle θ with an uniform electric field. The potential energy will be minimum when θ

The electric potential on the axis of an electric dipole at a distance‘r from it’s centre is V. Then the potential at a point at the samedistance on its equatorial line will be(i) 2V(ii) -V(iii) V/2(iv) Zero1

An electric dipole of length 4 cm when placed with its axis making an angle of 60° with a uniform electric field,–experiences a torque of 4√3 Nm. Calculate the potential energy of the dipole if it has a charge of ± 8nC.