height , S = 45 m
Initial velocity , U = 0
let final velocity = V
From the laws of kinematics -
V2−U2=2gsV^2 - U^2 = 2gsV2−U2=2gs
⟹ V2−0=2×9.8×45\implies V^2 - 0 = 2\times 9.8 \times 45⟹V2−0=2×9.8×45
⟹ V2=882\implies V^2 = 882⟹V2=882
⟹ V=29.7m/sec\implies V = 29.7 m/sec⟹V=29.7m/sec
It reaches the ground at 29.7 m/sec
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