A ball is thrown with an initial horizontal velocity of 30 m/s from a height of 3m above the ground and 40m from a vertical wall. How far from the wall will the ball rebound for the first time?
vx=30m/sh=3mx=40mv_x = 30m/s\\ h = 3m\\ x= 40m\\vx=30m/sh=3mx=40m
v2=u2+2asvx2=ux2+2axxv²=302+0vx=30m/sv² = u²+ 2as\\ v_x² = u_x² + 2a_xx\\ v_² = 30² + 0\\ v_x = 30m/sv2=u2+2asvx2=ux2+2axxv²=302+0vx=30m/s
t=xvy=4030=1.33st = \dfrac{x}{v_y}= \dfrac{40}{30} =1.33st=vyx=3040=1.33s
y=uyt+12ayt2y=0(1.33)+12(10)(1.33)2y=8.89my = u_yt+ \frac{1}{2} a_yt²\\ y = 0(1.33) + \frac{1}{2}(10)(1.33)²\\ y = 8.89my=uyt+21ayt2y=0(1.33)+21(10)(1.33)2y=8.89m
The ball would have fallen before it got to the wall.
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