Asked by Mia
A 3.00 watt electric motor is plugged into an electrical outlet. It takes the motor 30.00 seconds to lift a mass of 254.9 g a distance of 10.00 cm. In that time, the motor has used 90.00 J of energy. Assuming no energy leaves the system, how much heat has been added to the system by the end of those 30 seconds?
Answers
Answered by
R_scott
the lifted mass gains potential energy ... m * g * h
... .2549 kg * 9.8 m/s^2 * .01000 m = ?
the rest of the 90.00 J consumed by the motor becomes "waste" heat
... .2549 kg * 9.8 m/s^2 * .01000 m = ?
the rest of the 90.00 J consumed by the motor becomes "waste" heat
Answered by
oobleck
power = work/time, so
work = power*time = 3.00*30.00 = 90.00 J
but the actual work done was only
work = Fd = 0.2549*9.8*0.10 = 0.2498J
so, what do you think?
work = power*time = 3.00*30.00 = 90.00 J
but the actual work done was only
work = Fd = 0.2549*9.8*0.10 = 0.2498J
so, what do you think?
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