How Much Work Does An Elevator Motor Do To Lift A 1200 Kg Elevator A Height Of 100 M ?
How Much Work Does An Elevator Motor Do To Lift A 1200 Kg Elevator A Height Of 100 M ?. The work done by the elevator over the 100 meters. W = mgh = (1000)(9.8)(100) = 9.8×105joules.
How do you calculate the power of an elevator motor? Because the elevator motor do some extra work to overcome the frictional losses and the energy lost as heat energy in rotating the gear parts, pulleys, etc. How much power must the motor supply to do.
Express Your Answer With The Appropriate Units.
How much work does an elevator motor do to lift a 2000 kg elevator a height of 120 m ? Mass of elevator =m=1200 kg elevator lifted to a height of 100 m height=h=100… view the full answer Since motor must lift elevator in 50s, the minimum power that the.
How Much Work Does An Elevator Motor Do To Lift A $1000 \Mathrm{Kg}$ Elevator A Height Of $100 \Mathrm{M}$ At A Constant Speed?
We have to find out. Nass, m = 1000 k g height, h = 100 m time, t = 50 s a) the work done is given by w = m g h w = (1000) (9.8) (100) w = 9.8 × 10 5 j b) the power is given by p = w t p = 9.8 × 10 5 50 p =. For part b about the power its just work/time therefore (mgh)/time is the answer for b.
The Work Done By The Elevator Over The 100 Meters.
An elevator motor lifts a load of 2500. As we know that work done is defined as. Express your answer to two significant figures and include the appropriate units.
P = The Amount Of Work Done The Time Required To Do This Work = W T P = W T = 980, 000 50 P = 19, 600 W \Begin{Gather*}P=\Dfrac{\Textup{The Amount Of Work Done}}{\Textup{The Time.
How much work does an elevator motor do to lift a 1200 kg elevator a height of 100 m? An elevator must lift 1000 kg a distance of 100 m at a velocity of 4 m/s. How much power must the motor supply to do.
How Do You Calculate The Power Of An Elevator Motor?
Work=mass x gravity x height that's the answer for part a. What is the average power the elevator exerts during this trip? W = mgh = (1000)(9.8)(100) = 9.8×10 5 joules.
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