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Two coils, and , have coefficient of mutual inductance, . The magnetic flux passing through coil changes by in , due to the change in current in . Then,
(a)the change in current in in this interval is .
(b)the change in current in in this time interval is .
(c)the change in current in in this time interval is .
(d)a change in current of in coil will produce a change in flux passing through by .

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Important Questions on Electromagnetic Induction
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Two inductors and are connected in parallel and a time varying current flows as shown in figure. The ratio ot current at any ime Is

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Consider two coils of radii and , placed at a distance away as shown in the figure. Assuming the length of the coils with the number of turns per unit length of the two coils respectively, the mutual inductance of the two coils is

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