[" 58.A point dipole with an electric moment p is located at a distance I from "],[" an infinite conducting plane.Find the modulus of the vector of the "],[" force acting on the dipole if the vector p is perpendicular to the plane."]

A point dipole with an electric moment p is located at a distance l from an infinite conducting plane. Find the modulus of the vector of the force acting on the dipoel if the vector p is perpendicular to the plane.

A dipole with an electric moment p is located at a distance r from a along thread charge uniformly with a linear density lambda . Find the force F acting on the dipole if the vector p is oriented (a) along the thread (b) along the radius vector r (c ) at the right angles to the thread and the radius vector r.

A dipole with an electric moment p is located at a distance r from a along thread charge uniformly with a linear density lambda . Find the force F acting on the dipole if the vector p is oriented (a) along the thread (b) along the radius vector r (c ) at the right angles to the thread and the radius vector r.

A dipole with an electric moment p is located at a distance r from a along thread charge uniformly with a linear density lambda . Find the force F acting on the dipole if the vector p is oriented (a) along the thread (b) along the radius vector r (c ) at the right angles to the thread and the radius vector r.

Two point charges q and -q are separated by the distance l , both being located at a distance l//2 from the infinite conducting plane. Find : (a) the modulus of the electric force acting on each charge, (b) the magnitude of the electric field strength vector at the midpoint between these charges.

An electric dipole of moment p is kept at a distance r form an infinte long charged wire of linear charge density lambda as shown.Find the force acting on the dipole?

A point charge q is located between two mutually perpendicular conducting half-planes. Its distance from each half-plane is equal to l . Find the modulus of the vector of the force acting on the charge.

A point charges q is located between two mutually perpenicular conducting hlaf-planes . Its distance from each half-plane is equral to l . Find the molecules of the vector p is perpendicular to the planes.