Asked by Need now
A bird sitting 16 feet above the ground in an apple tree dislodges an apple. After how many seconds does the apple land on the ground? (Assume no branches interfere with it's fall.)
Use vertical motion model to solve this problem.
Use vertical motion model to solve this problem.
Answers
Answered by
Help now
h=-16t^2+vt+s
0=-16t^2+(0)t+16. Substitute 0 for h and v, sub 16 for s.
0=-16(t^2-1)
0=-16(t-1)(t+1)
t-1=0. Or. t+1=0
+1 +1 -1 -1
--------- ---------
t=1 t=-1 We can't have negative time so the apple lands on the ground after 1 second.
Hope this helps :)
0=-16t^2+(0)t+16. Substitute 0 for h and v, sub 16 for s.
0=-16(t^2-1)
0=-16(t-1)(t+1)
t-1=0. Or. t+1=0
+1 +1 -1 -1
--------- ---------
t=1 t=-1 We can't have negative time so the apple lands on the ground after 1 second.
Hope this helps :)
Answered by
Reiny
mmmhhh,
distance that an object falls on earth is governed my
d = 16t^2 , where t is seconds and d is in feet
so 16t^2 = 16
t^2 = 1
t = √1 = 1
distance that an object falls on earth is governed my
d = 16t^2 , where t is seconds and d is in feet
so 16t^2 = 16
t^2 = 1
t = √1 = 1
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