with what constant velocity can a 1960 watt motors raise a mass of 100kg?
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At constant velocity, acceleration of mass is equal to zero. Therefore, F = W.
F=W=mg
F=100 x 9.8=980 N
Let Power of motor be P.
P = F x V
(where V= constant velocity of mass)
V = P / F
V=1960 / 980
V=2 m/s
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2
Answer:
this means that the change in height times the mass times gravity is the work done on the object, so in a perfect world 1960 = 100*9.8*(the change in heght) which results in the answer being roughly 2 meters in one second (most likely less due to energy losses and additional weight of the lifting device)
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