Work Energy and Power

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Last updated 7:49 PM on 7/4/26
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8 Terms

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Work Energy Theorem

The net work done on an object is equal to the objects change in kinetic energy ( Wnet = delta K )

2
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Conservative Forces

The force for which the work done in displacing an object between two points is independent on the path taken by the object . ( Wnet = - change in Ep )

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Non-conservative Forces

Forces for which the work done in displacing an object between two points is dependent on the path taken by the object .

Wnet = change in EK + change in EP

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Conservation of mechanical energy

In an isolated system , the total mechanical energy is conserved . ( Epi + Eki ) = Epf + Ekf

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Power

The rate at which work is done ( P = W / ^t )

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