A short dipole of dipole moment P is placed near a point charge Q as shown in figure. Find force on the dipole due to the point charge

Two short dipoles , each of dipole moment P are placed at a large separation r . The force between them

Four charge particles each having charge Q=1 C are fixed at the corners of the base(A,B,C, and D) fo a square pyramid with slant length a(AP=BP=PC=a=sqrt(2)m) , a charge -Q is fixed at point P. A dipole with dipole moment p=1 Cm is placed at the center of the bases and perpendicular to its plane as shown in fig. Force on the dipole due to the charge particles is (square)/(4 pi epsilon_(0))N .

A point charge +Q is placed at a distance r from a short dipole of dipole moment vecp as shown in figure. The line joining the point charge Q to the centre dipole is perpendicular to dipole moment vecp , which of the following statement are true?

A short dipole is placed on the axis of a uniformly charged ring (total charge -Q, radius R) at a distance R/sqrt(2) from centre of ring as shown in figure. Find the Force on the dipole due to that ring

Dipole moment is defined as the product of charge and the

Short electric dipole of dipole moment P is placed at the centre of a ring of radius R having charge Q uniformly distributed on its circumference. The dipole moment vector is along the axis of the ring. Find force on the dipole due to the ring.

What is the force on a dipole of dipole moment p placed as shown in fig.

A short electric dipole of dipole moment P is placed in stable equilibrium in uniform electric field E as shown in the figure. The work done by the external agent to rotate the dipole slowly up to its unstable equilibrium will be

A very small electric dipole with dipole moment p is placed in such in way that it is at a distance r from another point charge +q. The point charge lies on the axis of the dipole . Electric dipole moment is pointing towards the point charge. Determine electric dipole will attract the point charge or repel it ? What will be the magnitude of force between them ?