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A player hits a foul ball with an initial vertical velocity of 70 ft/s and an initial height of 5 feet. The maximum height reached by the ball is _____ feet. (Round to the nearest foot and enter only the number.)
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was busy somewhere else. using third equation of motion \[\Large 2g(h-h_{0})=v_{f}^2-v_{i}^2\] here g=-32.2 ft/sec^2 vf=0 h0=5ft so \[\Large 2*(-32.2)(h-5)=0-(70)^2\] \[\Large h-5=\frac{70^2}{2*32.2}\] can you solve for h ??
@AudrianaS
does h=81.09?
yes .you got it.
okay thank you so much!!
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you are welcome:)
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