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Suppose an object is dropped from a height h0 above the ground. Then its height after t seconds is given by h = -16t^2 + h0, where h is measured in feet. Use this information to solve the problem. If a ball is dropped from 226 ft above the ground, how long does it take to reach ground level? Suppose an object is dropped from a height h0 above the ground. Then its height after t seconds is given by h = -16t^2 + h0, where h is measured in feet. Use this information to solve the problem. If a ball is dropped from 226 ft above the ground, how long does it take to reach ground level? Show more…Added by Noelia L.
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The height \( h \) of the object after \( t \) seconds is given by the equation: \[ h = -16t^2 + h_0 \] where \( h_0 \) is the initial height from which the object is dropped. In this problem, \( h_0 = 226 \) feet. Show more…
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Suppose an object is dropped from a height h0 above the ground. Then its height after t seconds is given by h = −16t2 + h0, where h is measured in feet. Use this information to solve the problem. If a ball is dropped from 200 ft above the ground, how long does it take to reach ground level? (Round your answer to two decimal places.) t = ____________sec
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Suppose an object is dropped from a height $h_{0}$ above the ground. Then its height after $t$ seconds is given by $h=-16 t^{2}+h_{0}$, where $h$ is measured in feet. Use this information to solve the problem. If a ball is dropped from 288 ft above the ground, how long does it take to reach ground level?
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