[" Two electric dipoles each of dipolemoment "P=],[6.2times10^(-30)C-m" are placed with their axis along the "],[" same line and their centres at a distanced "=10^(-8)cm" ."],[" The force of attraction between dipoles is "]

Two electric dipoles each of dipolemoment p=6.2xx10^(-30)C-m are placed with their axis along the same line and their centres at a distanced = 10^(-8)cm .The force of attraction between dipole is

Two electric dipoles , each of dipole moment p = 6.2 xx 10^(-30) C m are placed with their axes along the same line their centre a distance d = 10^(-8) m apart . Calculate the force of attraction between the dipoles .

Two short electric dipoles of moment P and 8P are placed in opposite direction on a line at a distance of 15cm .The electric field will be zero at point between the dipoles whose distance from the dipole of moment P is?

Two identical electric dipoles of dipole moments p are placed as shown in the figure. The electrostatic force on dipole placed along x-axis is (d

Two electric dipoles of moment P and 64P are placed in opposite direction on a line at a distance of 25 cm . The electric field will be zero at point between the dipoles whose distance from the dipole of moment P is

Two electric dipoles of moment P and 64P are placed in opposite direction on a line at a distance of 25 cm . The electric field will be zero at point between the dipoles whose distance from the dipole of moment P is

[" A dipole of dipole moment "5times10^(-6)Cm" is "],[" placed in a uniform electric field "bar(E)=(10^(5)hat i)N/C" .If "],[" angle between dipole moment and electric field "],[" is "30^(@)" ,the torque acting on it is "],[0.5Nm],[0.25Nm],[0.5Nm]

Calculate the magnitude of the force, due to an electric dipole of dipole moment 3.6xx10^(-29) C-m , on an electric 25mm from the center of the dipole , along the dipole axis. Assume that this distance is large relative to the dipole's charge separation.