Statement-1: The mutual inductance of two concentric conducting rings of different radii is maximum if the rings are also coplanar.
Statement-2: For two coaxial conducting rings of different radii, the magnitude of magnetic flux in one ring due to current in other ring is maximum when both rings are coplanar.

Statement I: Two coaxial conducting rings of different radii are placed in space. The mutual inductance of both the rings is maximum if the rings are also copanar. Statement II: For two coaxical conducting rings of different radii, the magitude of magnetic flux in one ring due to current in the other ring is maximum when both the rings are copanar.

Assertion Two concentric conducting rings of different radii are placed in space. The mutual inductance of both the rings is maximum, if the rings are coplanar. Reason For two co-axial conducting rings of different radii, the magnitude of magnetic flux in one ring due to current in other ring is maximum when both rings are coplanar.

Assertion Two concentric conducting rings of different radii are placed in space. The mutual inductance of both the rings is maximum, if the rings are coplanar. Reason For two co-axial conducting rings of different radii, the magnitude of magnetic flux in one ring due to current in other ring is maximum when both rings are coplanar.

A circular conducting ring is rotated about one its diameter in a magnetic field

A circular conducting ring is rotated about one of its diameter in a magnetic field

The mutual inductance between two planar concentric rings of radii r_(1) and r_(2)(r_(1) > r_(2)) placed in air is given by:

The two oppositely charged rings of radii a are seprated by s . Find the potential difference between center of the ring ?

A write carrying current I, Lie on the axis of a conducting ring . The direction of the induced current in the ring , when I is decreasing at a steady rate is __