1.

A rectangular bar magnet-with sides l. b and w – h.is mass n and magnetic moment M. It is free to rotate about a vertical axis through its centre of mass such that its faces of area l × b are honzoritaL The period T of angular oscillations of this magnet in a uniform magnetic field B is given by(A) \(\cfrac1{2\pi}\)\(\sqrt{\cfrac{12MB}{m(I^2+b^2)}}\)(B) \(\sqrt{\cfrac{\pi^2m(I^2+b^2)}{3MB}}\)(C) \(\sqrt{\cfrac{m(I^2+b^2)}{3MB}}\)(D) \(\sqrt{\cfrac{\pi^2M(I^2+b^2)}{3mB}}\)

Answer»

Correct option is (B) \(\sqrt{\cfrac{\pi^2m(I^2+b^2)}{3MB}}\)



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