At a tournament in San Diego, a bowman shoots a arrow. The arrow moves along...

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Calculus

At a tournament in San Diego, a bowman shoots a arrow. The arrow moves along a parabolic trajectory. The highest point is reached by the arrow is 320 feet in the air. The arrow lands 360 feet away from thebowman. Write a function h(x) giving the height of the arrow as a function of the horizontal distance from the bowman.h(x) =______feetWhat is the height of the arrow when it its horizontal distance from the bowman is 71 feet?_feet.What will be the horizontal distance to the arrow when its height is 156 feet?_______ feet(Round your answer(s) to three decimal places. If there is more than one horizontal distance, enter both, separated by commas)

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At a tournament in San Diego, a bowman shoots a arrow. The arrow moves along a parabolic trajectory. The highest point is reached by the arrow is 320 feet in the air. The arrow lands 360 feet away from thebowman. Write a function h(x) giving the height of the arrow as a function of the horizontal distance from the bowman.h(x) =__________feetWhat is the height of the arrow when it its horizontal distance from the bowman is 71 feet?_________feet.What will be the horizontal distance to the arrow when its height is 156 feet?___________ feet(Round your answer(s) to three decimal places. If there is more than one horizontal distance, enter both, separated by commas)