To cover the vertical distance, s=u×t+12a×t2s=u\times t+\frac{1}{2}a\times t^2s=u×t+21a×t2
s=2Km=2000ms=2Km=2000ms=2Km=2000m
2=12×9.8×t22=\frac{1}{2}\times9.8\times t^22=21×9.8×t2
t=20.20st=20.20st=20.20s
So horizontal distance at which the bomb should be dropped=v×t=45×20.20=909m=v\times t=45\times20.20=909m=v×t=45×20.20=909m
Speed at which bomb is dropped=9.8×t=9.8×20.20=197.96msec=9.8\times t=9.8\times20.20=197.96\frac{m}{sec}=9.8×t=9.8×20.20=197.96secm
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