A helicopter pilot throws a ball downwards from an unknown height above the ground. The ball has an initial speed of 14.1 m/s. The ball hits the ground 9.2 s later. Find the initial height of the ball above the ground
Let v0=14.1 m/s, t=9.2 s, g=9.81 m/s2h=v0t+gt2/2=(v0+gt/2)t==(14.1+9.81⋅9.2/2)⋅9.2 (m)≈545 (m)Let~v_0=14.1~m/s,~t=9.2~s,~g=9.81~m/s^2\\ h=v_0t+gt^2/2=(v_0+gt/2)t=\\ =(14.1+9.81\cdot9.2/2)\cdot9.2~(m)\approx545~(m)Let v0=14.1 m/s, t=9.2 s, g=9.81 m/s2h=v0t+gt2/2=(v0+gt/2)t==(14.1+9.81⋅9.2/2)⋅9.2 (m)≈545 (m)
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