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A boy drops a coin off a 64-foot cliff. If the equation of the height, h, of the coin t seconds after it drops is h = -16t2 + 64, about how many seconds will the coin take to reach the bottom of the cliff?
the question is asking for when the height equals zero or more simply put h=0: \[0=-16t^2+64\] \[16t^2 = 64\] \[4t= \pm 8\] \[t=\pm2\] because the answer is looking for a time, a negative answer would not make sense. thus t=2
THANK YOOOOOUUU!!! i actually understand XD
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