Show that mechanical energy of a freely falling
body justifies the Law of Conservation of
Mechanical Energy.
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at initial position when body is at height 'h' above the ground
PE= mgh KE=0 (at rest)
it comes down by x (free fall)
PE= mg(h-x) KE= 1/2mv² [v²—u²=2gx. u=0 => u²=0 so v²= 2gx]
KE=1/2mgx so PE+KE = mgh-mgx+mgx=mgh
on the point just before the ground
KE=mgh PE= 0 so KE+PE=mgh
so total mechanical energy remains constant
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