The height h in feet of a frisbee thrown is given by $$h ( x ) = x - 0.099 x ^ { 2 } + 3$$ , where x is the time traveled in seconds. The frisbee is released at a height of 3 feet. At what time will the height of the frisbee be 3 feet again?
(Round your answer to the nearest tenth of a second, if necessary.)
A) 12.5 sec
B) 5.1 sec
C) The height of the frisbee will never be 3 feet again.
D) 10.1 sec

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The Answer of The height h in feet of a frisbee thrown is given by $$h ( x ) = x - 0.099 x ^ { 2 } + 3$$ , where x is the time traveled in seconds. The frisbee is released at a height of 3 feet. At what time will the height of the frisbee be 3 feet again?
(Round your answer to the nearest tenth of a second, if necessary.)
A) 12.5 sec
B) 5.1 sec
C) The height of the frisbee will never be 3 feet again.
D) 10.1 sec

The Height H in Feet of a Frisbee Thrown Is h(x)=x−0.099x2+3h ( x ) = x - 0.099 x ^ { 2 } + 3h(x)=x−0.099x2+3

The Height H in Feet of a Frisbee Thrown Is $h ( x ) = x - 0.099 x ^ { 2 } + 3$