Answer:
The horizontal distance of the shot from the start is 24 feet and the height of the shot above the ground is 23.08 feet.
Step-by-step explanation:
we have
[tex]h(x)=-0.015x^{2}+1.08x+5.8[/tex]
where
x represents the horizontal distance from the start in feet
h(x) s the height of the shot put above the ground in feet
Determine h(24)
That means ----> The height of the shot put above the ground for a horizontal distance of 24 feet from the start
substitute the value of x=24 ft in the quadratic equation
[tex]h(24)=-0.015(24)^{2}+1.08(24)x+5.8[/tex]
[tex]h(24)=23.08\ ft[/tex]
so
The horizontal distance of the shot from the start is 24 feet and the height of the shot above the ground is 23.08 feet.