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Work, Power And Energy

The work W done by a constant force F when its point of application undergoes a displacement s is defined to be
W = F s cos q
work poewer and energy

where q is the angle between F denoted forceand s denote distanceas indicated in figure. Only the component of F denoted force along s, that is, F cos q, contributes to the work done. Strictly speaking, the work is done by the source or agent that applies the force. Work is a scalar quantity and its SI unit is the joule (J).

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  1. Work
  2. Work Done by a Variable Force
  3. Work Energy Theorem
  4. Potential Energy
  5. Conservation of Mechanical Energy
  6. Conservative Forces and Potential Energy Functions
  7. Power

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