Highway Underpass

Highway underpass is represented by h (x) = 50-0.02x ^ 2 x and h (x) are in the feet. Find the highest point and how wide.?

It says the underpass of the highway is parabolic in shape. Thanks for any information provided.

The highest point is obviously at the point x = 0, where h (x) = 50 feet. That the center would be of the parabolic arc. The width between the two points where h (x) = 0, then this is just a question of solution the equation: h (x) = 50 – 0.02x ² = 0 x ² – 2500 received = 0 [multiplying both sides by -50 until proper equation] (x – 50) (x + 50) = 0 and Of course, the two solutions are (-50, 0) and (50, 0) and are 100 meters apart, so that the width.

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