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A conductiong bar of mass m is place on two long conducting rails a distance l...

A conductiong bar of mass m is place on two long conducting rails a distance l apart. The rails are inclined at an angle ? with respect to the horizontal, and the bar is able to slide on the rails with negligible friction. The bar and rails are in a uniform and constant magnetic field of magnitude B oriented perpendicular to the incline. A resistor of resistance R connects the upper ends of the rails and completes the circuit as shown. The bar is released from rest at the top of the incline


(d) Determine the rate at which energy is dissipated in the circuit when the bar has reached its constant final speed.
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Answer #1

at constant final speed ,
Current = I = mgsinθ/Bl ( see part - b for reason)

Now,

Rate of Energy dissipation = I2R = [ mgsinθ/Bl ]2R

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Answer #2
rate at which energy is dissipated = ((mgsin?/BlR)^2)/R
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