A coil’s area is slowly increased while the magnetic field passing through it…

PHYSICS · Single correct · CBSE · Physics · Electromagnetic Induction · Electromagnetic Induction

Problem

A coil’s area is slowly increased while the magnetic field passing through it decreases in such a way that the product BAcos⁡θBA\cos\theta remains exactly constant in time. What is the induced emf in the coil at that instant? (a) E=B dAdt\displaystyle \mathcal E = B\,\dfrac{dA}{dt} (b) E=B dAdt+A dBdt\displaystyle \mathcal E = B\,\dfrac{dA}{dt}+A\,\dfrac{dB}{dt} (c) 0 (zero)0\,\text{(zero)} (d) E=A dBdt\displaystyle \mathcal E = A\,\dfrac{dB}{dt}

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