A golf ball is hit off the top of a cliff that is 100 feet tall at an angle of 45º to the horizontal with an initial velocity of 95 feet per second. The quadratic equation shown below models the height, h(x), of the ball when it is x feet from the cliff's edge. How high above the ground will the ball be when it is 100 feet from the cliff's edge? Round the answer to the nearest hundredth.
h(x)= -32x^2/95^2 + x + 100

Question

A golf ball is hit off the top of a cliff that is 100 feet tall at an angle of 45º to the horizontal with an initial velocity of 95 feet per second. The quadratic equation shown below models the height, h(x), of the ball when it is x feet from the cliff's edge. How high above the ground will the ball be when it is 100 feet from the cliff's edge? Round the answer to the nearest hundredth.
h(x)= -32x^2/95^2 + x + 100