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3. Paul stands on a small hill and kicks a soccer ball to the ground below.
The hill is 5 feet above the ground. The path of the ball is a parabola. When
the ball is a horizontal distance of 14 feet from him, it is 10 feet above the
ground. When the ball is a horizontal distance of 30 feet from him, it is 6
feet above the ground. Write the equation of the quadratic function that
models the path of the ball.

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Answer:

maximum height = 26 feet and minimum height = 8 feet  The main cable of a suspension bridge forms a parabola modeled by the  height in feet of the cable above the road, x is the horizontal distance in feet from the How long are the sides of the smaller window? A soccer ball is kicked into the air from the ground.

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