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A man falls from a cliff. When he has fallen for 3.5sec he hears the echo of his shout from the valley floor below. The speed of sound is 340 m/s. How tall is the cliff? If the air resistance is neglected, how fast will he be traveling in the instant before he hits the ground?
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g=9.81, \(s=ut+\frac12at^2\), t=3.5, a=g, u=0, find s first
There's the rest of the question. So, the shout must travel: Cliff Height + Remainder of the Fall.
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