[" The energy of electric interaction between these dipoles will be "],[qquad 1/int_(theta)^( p_(1))]

Two short electric dipole are placed as shown. The energy of electric interaction between these dipole will be

Two short electric dipole are placed as shown. The energy of electric interaction between these dipole will be

Two short electric dipole are placed as shown. The energy of electric interaction between these dipole will be

Two short electric dipoles are placed as shown in figure. Find the potential energy of electric interaction between these dipoles. [-(Kp_(1)p_(2)costheta)/(r^(3))]

Two short electric dipoles are placed as shown. The energy of electric interaction these dipoles will be

Two point electric dipoles with dipole moment P_(1) and P_(2) are separated by a distance r with their dipole axes mutually perpendicular as shown. The force of interaction between the dipoles is (where k=(1)/(4piepsilon_(0)) )

Two point electric dipoles with dipole moment P_(1) and P_(2) are separated by a distance r with their dipole axes mutually perpendicular as shown. The force of interaction between the dipoles is (where k=(1)/(4piepsilon_(0)) )

An electric dipole is placed in an electric field. Column I is the description of electric field and the angle between the dipole moment vec(p) and the electric field intensity vec(E) and Column II gives the effect of the field on the dipole. Then,

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