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Just use the basic definition of work. In the simplest case, the equation is:

work = force x distance

This implies that force is constant, and that the force acts in the direction of the movement. If the first assumption is not correct, integrals must be used; if the second assumption is not correct, only the component of the force in the direction of the movement must be considered, i.e., you take the dot product.

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Q: What is the equation for how much work is done to overcome friction?
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How much torque that car wheel need?

Sufficient to overcome the inertia and friction of the vehicle.


How much work is performed when a 50 pound weight is moved 5 feet?

Here is the equation: W = 1/2 m(v22 - v12) As you can see from this equation, it could vary a lot depending upon how fast you moved it, whether you moved it straight up, straight down, to the side, how much friction there was, if you used wheels to reduce friction, what surface it was on.


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A carpet has so much friction because it has a coarse surface, causing the surface to rub against it and cause friction.


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There are three types of friction and all are all actually used often. These are static friction, rolling friction, and sliding friction.


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Because there's no friction between the train and the track. In an 'ordinary' train, friction between the wheels and the rails takes a lot of energy to overcome before the train starts moving. In a Maglev train, the train itself actually 'floats' above the track on a 'cushion' of magnetic foirce. With no friction to slow it down, the train is capable of much higher speeds.


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