methematical proof of conservation of mechanical energy ( kinetic and potential energies)
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Explanation:
energy=k.E+P.E K.E=1/2mv2, P.E=mgh put it in energy=1/2mv2+mgh
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Therefore for every displacement of Δx, the difference between the sums of an object's kinetic and potential energy is zero. In other words, the sum of an object's kinetic and potential energies is constant under a conservative force.
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