What is the velocity of the ball when it is 96 ft above the ground?
Aditya72779:
hey
Answers
Answered by
3
HEY DEAR HERE IS YOUR ANSWER ✌✌❤❤
___________________________________
___________________________________
s = ut - (1/2) g t²
96 = 160 t - 16 t²
16 t² - 160 t + 96 = 0
t² - 10 t + 6 = 0
t = [ 10 ± √ (100 - 24) ] / 2
t = [ 10 ± √ (76) ] / 2
t = 0.64 sec (on way up)
v = ds/dt = 160 - 32 t
v = 160 - 20.48 ft/s
v = 140 ft/s (to nearest whole number)
___________________________________
___________________________________
HOPE IT HELPS U.✌✌
# BE BRAINLY.❤❤
THANKS.❤❤
___________________________________
___________________________________
s = ut - (1/2) g t²
96 = 160 t - 16 t²
16 t² - 160 t + 96 = 0
t² - 10 t + 6 = 0
t = [ 10 ± √ (100 - 24) ] / 2
t = [ 10 ± √ (76) ] / 2
t = 0.64 sec (on way up)
v = ds/dt = 160 - 32 t
v = 160 - 20.48 ft/s
v = 140 ft/s (to nearest whole number)
___________________________________
___________________________________
HOPE IT HELPS U.✌✌
# BE BRAINLY.❤❤
THANKS.❤❤
Answered by
0
ANSWER:
The initial velocity is 0(if the particle is dropped).
The velocity at which it hits the ground is √2gh=>√2*9.8*96=1330.49ft/s.
Similar questions