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A rectangular wire loop with sides of length w =1.6 m and h = 0.50 m...

Question:

A rectangular wire loop with sides of length w =1.

A rectangular wire loop with sides of length w =1.6 m and h = 0.50 m and net resistance R lies in the xy-plane. It is placed in a region which is occupied by a spatially-uniform but time-varying magnetic field B = B_0[1 - [t^2/t_0^2]] k where B_) = 0.70 T and t_0 = 3.0 s. A graph of the B-field's t-dependence is given below. What is the direction of the current induced around the wire loop at time t = 1.0s? Calculate the magnitude of the EMF induced around the wire loop at time t = t_0 = 3 sec. If the loop has a total resistance of R = 2 Ohm, what is the current in the loop at time t = t_0 = 3 sec? What is the direction of the current at time t = t_0 = 3 sec?

Answers

The area of the rectangular loop is A-wxhh (1.6 m)(0.50 m)-0.8 m2 According to the Faradays law of induction, the emf induceThe current flow in the loop at t=3.0 s is (From the Ohms law, V-R) 0.373 V 2 S2 0.187 A = Using Lenzs law the direction of

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