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A coil of 40\Omega resistance, 100 turns and radius 6 mm is connected to ammeter of resistance 160\Omega . Coil is placed perpendicular to the magnetic field. When coil is taken out of the field, 32\mu C charge flows through it. The intensity of magnetic field will be:

Option: 1

6.55 T


Option: 2

5.66 T


Option: 3

2.55 T


Option: 4

0.566 T


Answers (1)

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\mathrm{We\: have, \Delta q=-\frac{N}{R} \Delta \phi\: and \: \Delta \phi=\Delta B \cdot A \cos \theta}

\mathrm{\therefore 32 \times 10^{-6}=-\frac{100}{(160+40)}(0-B) \times \pi \times\left(6 \times 10^{-3}\right)^2 \times \cos 0^{\circ} }

Intensity of magnetic field, B = 0.566 T

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Pankaj

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