A body is thrown up with velocity u to reach height h . when the velocity is half the initial velocity its height from the top point of projection is?
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if the particle is projected with velocity u then at maximum height its velocity becomes 0 we have , V2 = U2 - 2gHmax U2 = 2gHmax or U2 directly proportional to Hmax (Ui)2 / (Uf)2 = (Hmax)i/(Hmax)fUi = u , Uf=? , (Hmax)i = h , (Hmax)f = 2hafter substituting these Uf = (sqrt2)u
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Answer:h/4
Explanation: v=u
Height=h V= underroot 2gh
U=underroot 2gh—————1eqn.
V’ = u/2
Height =?
V’=underroot 2gh
U/2 = underroot 2gh
U^2/4= 2gh Put the value of u^2
H=2gh/4x2xg then H= h/4
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