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A girls throws a tennis ball straight into the air with a velocity of 64 feet/sec. If acceleration due to gravity is −32 ft/sec...Asked by Anita
A girl throws a tennis ball straight into the air with a velocity of 64 feet/sec. If acceleration due to gravity is -32 ft/sec2, how many seconds after it leaves the girl's hand will it take the ball to reach its highest point? Assume the position at time t = 0 is 0 feet.
4 secs
2 secs
1 sec
Cannot be determined
4 secs
2 secs
1 sec
Cannot be determined
Answers
Answered by
Steve
the height y is given by
y = -16t^2+64t
as with all y=ax^2+bx+c
the vertex (max in this case) is at -b/2a = 2
y = -16t^2+64t
as with all y=ax^2+bx+c
the vertex (max in this case) is at -b/2a = 2
Answered by
Anonymous
change in up velocity/time = -32 ft/s / s
original up velocity = 64
so when will the velocity up be zero???
v up = 64 - 32 t
0 = 64 - 32 t
t = 2 sconds
original up velocity = 64
so when will the velocity up be zero???
v up = 64 - 32 t
0 = 64 - 32 t
t = 2 sconds
Answered by
Anita
Thank you
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