Is it possible for a current loop to stay without rotating in a uniform magnetic field? If yes, what should be the orientation of the loop?

A current loop of arbitrary shape lies in a uniform magnetic field B. show that the net magnetic force acting on the loop is zero.

A current carrying loop in a uniform magnetic field will experience

A current loop in a magnetic field

Torque acting on a current loop in a uniform magnetic field is equal to

A circular flexible loop of wire of radius r carrying a current I is placed in a uniform magnetic field B . If B is doubled, then tension in the loop

A semi circular current loop is placed in an uniform magnetic field of 1 tesla as shown. If the radius of loop is 1 m, the magnetic force on the loop is

A circular loop of wire is carring a current i (as shown in the figure). On applying a uniform magnetic field inward perpendicular to the plane of the loop, the loop

Statement 1: A rectangular current loop is in an arbitray oreintation in an external uniform magnetic field. No work is required to rotate the loop abour an axis perpendicular to its plane. Statement 2: All positions represents the same level of energy.

A current carrying circular loop is located in a uniform external magnetic field. If the loop if free to turn, what is its orientation of stable equilibrium? Show that in this orientation, the flux of the total field (external field + field produced by the loop) is maximum.

Will there be any tension in a current carrying loop placed in uniform magnetic field ? If yes, will it be equal to BiR ?