A boy standing 10 metres from a building can just really reach the roof 12 metre above him when he threw a ball at the optimum angle with respect to the ground. find the initial velocity component of the ball
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Explanation:
h = u^2 sin^2 x°/2g
12 = u^2 sin^2 x° /20
(u sin x°)^2 = 240
u sin x° = 4√15
R/2 = 2UxUy/2g
100 = Ux Uy
Ux = 100/4√15
= 25/√15
initial velocity of the ball is =
= Ux i^ + Uyj^
= 25/√15 i^ + 4/√15 j^
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