An electric dipole consists of two opposite charges each of magnitude `1 mu C` separated by 2 cm. The dipole is placed in an external electric field of `10^5 N C^-2`.Find:
The work the external agent will have to do in turning the dipole through `180^@` starting from the position `theta = 0^@`

An electric dipole consists of two opposite charges each of magnitude 1muC separated by 2 cm. The dipole is placed in an external electric field of 10^6 N//C . Find:- The work that the external agent will have to do in turning the dipole through 180^@ starting from position theta = 0^@ .

An electric dipole consist of two opposite charges each of magnitude 1 mu C separated by distance 2 cm. The dipole is placed in an external field of 10^5 N//C . The maximum torque acting on the dipole is

An electric dipole cosisting of two opposite charges of 2xx10^-1C each separated by a distance of 3 cm is placed in an electeric field of 2xx10^5N/C . The maximum torque on the dipole will be

An electric dipole consists of two equal and opposite charges of magnitude 2 mu C placed 0.03 m apart. It is lying in an electric field of intensity 2 xx 10^5N//C . The maximum torque acting on the dipole will be

An electric dipole consisting of two opposite charges of 2 xx 10^-6 each separated by a distance of 3 cm is placed in all electric field of 2 xx 10^5 newton/coulomb. The maximum torque acting on the dipole in S.I. unit will be

Two charges +3.2xx10^-19C and -3.2xx10^-19C are placed 2.4 A apart from an electric dipole.it is placed in a uniform electric field of intensity 4xx10^5 V/m . The electric dipole moment is

The dipole moment of water molecule is 6.3 xx 10^-30 Cm . A sample of water contains 1021 molecules, whose dipole moments are all oriented in an electric field of strength 2.5 xx 10^5 N//C . Calculate the work to be done to rotate the dipoles from their initial orientation theta_1 = 0 to one in which all the dipoles are perpendicular to the field, theta_2 = 90^@ .