Question 57
In a football match, the goalkeeper kicks the ball. The path of the ball is described with the function $$
h(x) = -0,0126 x^{2} + 0,635 x
$$, where the $h$ is the height of the ball above the ground and the $x$ is a horizontal distance from the place of impact (the quantities are expressed in measurement numbers).
a) At what height is the ball when its horizontal distance from the impact site is $15~\mathrm{m}$?
b) How many meters from the impact site falls to Earth?
c) What is the maximum height the ball reaches? $$
h(x) = -0,0126 x^{2} + 0,635 x
$$
h(x) = -0,0126 x^{2} + 0,635 x
$$, where the $h$ is the height of the ball above the ground and the $x$ is a horizontal distance from the place of impact (the quantities are expressed in measurement numbers).
a) At what height is the ball when its horizontal distance from the impact site is $15~\mathrm{m}$?
b) How many meters from the impact site falls to Earth?
c) What is the maximum height the ball reaches? $$
h(x) = -0,0126 x^{2} + 0,635 x
$$