The torque acting on the coil is maximum if it is suspended in

Assertion: Torque on the coil is the maximum, when coil is suspended in a radial magentic field. Reason: The torque tends to rotates the coil on its own axis.

A : Torque on the coil is the maximum, when coil is suspended in a radial magnetic field. R : The torque tends to rotate the coil on its own axis.

(A) : Torque on the coil is always maximum, when coil is suspended in a radial magnetic field. (R) : Torque depends upon the magnitude of the applied magnetic field.

(A) : Torque on the coil is always maximum, when coil is suspended in a radial magnetic field. (R) : Torque depends upon the magnitude of the applied magnetic field.

A rectangular coil of 20 turns , each of area 10 cm^2 , is suspended freely in a uniform magnetic field of induction 2.5 xx10^-2 T with its plane inclined at 45^@ with the field. The torque acting on the coil when a current of 10 mA is passed through it is

In radial magnetic field , the torque acting on the current carrying freely suspended coil is

Torque acting on a coil is maximum when the coil is __________ .

Under what condition, will the torque acting on the bar magnet suspended in a uniform magnetic field be maximum?