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f. ) The sick of a square coil , a = 0353 m Number of turns in the coid, N = 44 Resistance of the
\f". ) The sick of a square coil , a = 0353 m Number of turns in the coid, N = 44 Resistance of the coil , R = 4.19 .12 Angle the plane of coid makes with the magnetic field , A = 48.9 0 The time varying magnetic field is; B = 2.857 The total area of the square coil; A = Nar E = 44(0. 353 ) 7 :In is the unit vector normal to the surface The magnetic flex through the loop in then , o = B . A BA coo eNow , the magnetic field makes an angle A = 48.90 with the plane. so, the flex Q = 2. 85 t' x 44 (0. 353 ) con ( 48. 9 .) The induced emit can now be obtained using flex rule. inc. de = It = 30. 816 +2 Ohm's law gives the induced current at t = 1.79 s; Iin = El = 30. 816 ( 1.79 ) 2 4.19 =) Iin = 23.565 A
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