Problem

Problem

A thin non-conducting ring of mass mm, radius aa carrying a charge qq can rotate freely about its own axis which is vertical. At the initial moment, the ring was at rest in horizontal position and no magnetic field was present. At instant t=0t = 0, a uniform magnetic field is switched on which is vertically downward and increases with time according to the law B=B0tB = B_0 t. Neglecting magnetism induced due to rotational motion of ring. Angular acceleration of ring is (a) qB02m\frac{qB_0}{2m} (c) qB0m\frac{qB_0}{m} (b) qB04m\frac{qB_0}{4m} (d) 2qB0m\frac{2qB_0}{m}

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