Step 1
Given;

Used to model a golf ball's height, h, in feet after being hit, where t is time in seconds. Students were then to write a true statement about the
situation modeled. Diana said that the ball reaches a maximum height of
96 feet. Katie said the ball hits the ground after 5 seconds. Which
statement is true?
Step 2
To find the maximum height, we solve for the vertex (h,k)

Thus, the maximum height is 100 feet.
Diana said that the ball reaches a maximum height of
96 feet. This statement is false.
To find when the ball will hit the ground we equate h(t) to 0

Thus the ball will hit the ground after 5 seconds
Answer; Katie is correct. The ball will hit the ground after 5 seconds.
Option B