(c) A ball was thrown from the top of a hill which is 200 feet above the ground at an inclination angle 45° to the horizontal. The height of the ball h above the ground can be modeled by h(x) : -x2 +. 2000 x + 200, where x is the horizontal distance. How far from the base of the hill will the ball hit the ground? What will be the domain of the function in that situation?
(c) A ball was thrown from the top of a hill which is 200 feet above the ground at an inclination angle 45° to the horizontal. The height of the ball h above the ground can be modeled by h(x) : -x2 +. 2000 x + 200, where x is the horizontal distance. How far from the base of the hill will the ball hit the ground? What will be the domain of the function in that situation?
Chapter3: Functions
Section3.7: Inverse Functions
Problem 1SE: Describe why the horizontal line test is an effective way to determine whether a function is...
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c) A ball was thrown from the top of a hill which is 200 feet above the ground at an inclination angle 45° to the horizontal. The height of the ball h above the ground can be modeled by h(?) = x2 /2000 + x + 200, where ? is the horizontal distance. How far from the base of the hill will the ball hit the ground? What will be the domain of the function in that situation?
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