Electric dipole of moment `vecp = phati` is kept at a point (x,y) in an electric field `vecE = 4xy^2hati + 4x^2yhatj`. Find the force on the dipole.

Electric dipole of moment vec(P)=P hat(i) is kept at a point (x, y) in an electric field vec(E )=4x y^(2)hat(i)+4x^(2)y hat(j) . Find the magnitude of force acting on the dipole.

Electric dipole of moment vec(P)=P hat(i) is kept at a point (x, y) in an electric field vec(E )=4x y^(2)hat(i)+4x^(2)y hat(j) . Find the magnitude of force acting on the dipole.

A dipole of dipole moment vecp=phati lies along the x -axis in a non-uniform electric field vecE=(c)/(x)hati . The force acting on the dipole is

A dipole of dipole moment vecp=phati lies along the x -axis in a non-uniform electric field vecE=(c)/(x)hati . The force acting on the dipole is

A tiny electric dipole of dipole moment vecP = P_0hatj is placed at point (l,0). There exists an electric field vecE = 2ax^2hati + (2by^2 + 2cy)hatj .

A tiny electric dipole of dipole moment vecP = P_0hatj is placed at point (l,0). There exists an electric field vecE = 2ax^2hati + (2by^2 + 2cy)hatj .

An electric dipole of dipole moment vecp is placed in a uniform external electric field vecE. Then the

An electric dipole with dipole moment vec p=(3hati +4hatj) C-m is kept in electric field vec E=0.4hatk N/C .What is the torque acting on it and the potential energy of the dipole?

A dipole of moment vecp = 10^(-7) (5hati + hatj - 2hatk) C is placed in an electric field vecE = 10^(7) (hati + hatj + hatk) V m^(-1) . Find the torque experienced .

A dipole of dipole moment vecp is kept along an electric field E such that vecE and vecp are in the same direction. Find the work done in rotating the dipole by an angle π .