A stone projected so as to reach a height
of 72 m. If velocity of projection is v then
velocity of stone at point P And Q is
⁄2and ⁄3, then distance between points
P and Q will be :
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Answer:
At P,(2u)2=u2−2gs1−(1)
At Q,(3u)2=u2−2gs2−(2)
Maximum height =2gu2−(3)
eqn(2)−eqn(1)⇒−2g(s2−s1)=9u2−4u2
⇒+2gh=365u2
⇒536h=2gu2→ from eqn(3)
Max ht =536h
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