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A playground is surrounded by a fence 2.0 m high. A boy who plays in the playground kicks a ball vertically upward from a height of 0.2 m with a speed of 10 m/s. How much time does the ball spend above the height of the fence?
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\[-4.9t ^{2}+v _{0}t+s=h\] \[-4.9t^2+10t+.2>2\] \[-4.9t^2+10t-1.8>0\]
Set that equal to 0 and solve. The roots are .2 sec and 1.8 sec . When t is between those 2 values, the ball will be above the fence. 1.8-.2 = 1.6 sec the ball will be above the fence.
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