A ball is thrown straight upward from a bridge and then falls all the way to the ground (past the bridge). The ball s height h (in feet) above the ground t seconds after the ball is thrown is given by h(t) = 16 t + 48 t + 111. Find the net change in the height of the ball from time t = 1 seconds to t = 4 seconds.
A) 96 feet
B) 47 feet
C) -143 feet
D) -96 feet
E) 3 feet

Question

A ball is thrown straight upward from a bridge and then falls all the way to the ground (past the bridge). The ball s height h (in feet) above the ground t seconds after the ball is thrown is given by h(t) =  16 t  + 48 t + 111. Find the net change in the height of the ball from time t = 1 seconds to t = 4 seconds.
A) 96 feet 
B) 47 feet 
C) -143 feet 
D) -96 feet 
E) 3 feet

Quizplus · Accepted Answer

The Answer of A ball is thrown straight upward from a bridge and then falls all the way to the ground (past the bridge). The ball s height h (in feet) above the ground t seconds after the ball is thrown is given by h(t) =  16 t  + 48 t + 111. Find the net change in the height of the ball from time t = 1 seconds to t = 4 seconds.
A) 96 feet 
B) 47 feet 
C) -143 feet 
D) -96 feet 
E) 3 feet

A Ball Is Thrown Straight Upward from a Bridge and Then