A ball of mass m is released from A at a height H above the ground Find the kinetic energy of ball when it passes B which is at a distance H 12 above from the ground
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Total mechanical energy at height, H
EH=mgH
Let vh be velocity of the ball at height h(=43H)
∴ Total mechanical energy at height h,
Eh=mgh+21mvh2
According to law of conservation of mechanical energy,
EH=Eh;mgH=mgh+21mvh2
vh2=2g(H−h)
Required ratio of kinetic energy to potential energy at height h is
VhKh=mgh21mvh2=mgh21m2g(H−h)=(hH−1)=31.
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