In between two hills of heights 100m and 92m,there is valley of breadth 16m.If a vehicle jumps from the first hill ti the second one, the maximum velocity of the vehicle is (assume g=9m/s2)
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Answer:
The maximum velocity of the vehicle is 12 m/s
Explanation:
According to the problem the hills have the height 100 and 92 m and breadth is 16m
The distance between the two hills= 100− 92 = 8 m.
and therefore, horizontal distance to be covered=16 m.
let the velocity =u ,
Therefore the angle of projection of jump is 45° from the horizontal plane.
Thus
8 = u sin45° t − 1/2gt^2
=8 = u/√2 t − 1/2gt^2......(i)
16 = ucos45°×t
=> 16 = u/√2×t
=>t = 16√2/u ...(ii).
putting the value of t in (i), we get,
8 = 16 −9×256/u^2
=> u^2 = 9×256/ 8
=> u^2 = 9×16
=> u = 12 m/s
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