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`.

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

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

An electric dipole of dipole moment p is placed in a uniform external electric field E. Then, the

An electric dipole of dipole moment p is placed in a uniform external electric field E. Then, the

An electric dipole of dipole moment vecP is placed parallel to the uniform electric field of intensity vecE. On rotating it through 180^(@) the amount of work done is ..... .

An electric dipole of dipole moment vecp is placed in an electric field vecE such that vecp and vecE are parallel to each other. From this orientation electric dipole is turned through 180^@ . What will be the work done by an external agent?