Answer:
29 feet.
Explanation:
See the attached table.
The given table shows values from the function that represents one path of the thrown ball, where x represents the horizontal distance the ball travels in feet and f(x) represents the height of the ball in feet.
Now, the ball will be at maximum height when x = 1.25 feet distance horizontally. And the height of the ball at horizontal distance x = 1.25 feet is f(1.25) = 29 feet.
If the ball enters the target at the heights point in its path, based on the table, then the height of the target is 29 feet. (Answer)