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Hi, for work - energy theorem, is it just; W = 1/2mv _{f}^2-1/2mv _{0}^2 or is there many ways of it like is this also part of work energy theorem? W = mg(h _{0}-h _{f})=1/2mv _{0}^2
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\[W = 1/2mv _{f}^2-1/2mv _{0}^2\]
\[W = mg(h _{0}-h _{f})=1/2mv _{0}^2\]
Long as any W = any kind of energy would that be work energy theorem.
Or is the work energy theorem only \[W =KE _{f}-KE _{0}\]
@wio Mind answering this?
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Work energy theorem is just: \[ W_{net}=\Delta E \]
Ah that's what I thought. Thanks haha.
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