A ball is dropped from a height of 49m. Find the time interval in which the ball hits the ground. (g=9.8 m)
Plz show full method.....
Sanskriti141:
ok thx
Answers
Answered by
0
Hi. ..
Given :
S= 49m
a = 9.8ms^-2
u = 0ms ^-1.
Thus by using .
S= ut + 0.5 at^-2
49 = 0 + 9.8 * (t)^2
Thus 49 / 9.8 = (t)^2
Thus t = 2.3 sec..
Hope this helps u!!
Given :
S= 49m
a = 9.8ms^-2
u = 0ms ^-1.
Thus by using .
S= ut + 0.5 at^-2
49 = 0 + 9.8 * (t)^2
Thus 49 / 9.8 = (t)^2
Thus t = 2.3 sec..
Hope this helps u!!
Answered by
1
HERE WE HAVE,
(U) INITIAL VELOCITY = 0 m/s
(S) DISPLACEMENT = 49 m
(a) acceleration = 9.8 m/ s^2
now,
by applying formula,
s= ut + ({at^2)/2
=> 49 = 0 + {(9.8* t^2) / 2}
=> 98 = 9.8 * t^2
=> 10 = t^2
therefore time = √10 = 3.16 seconds
(U) INITIAL VELOCITY = 0 m/s
(S) DISPLACEMENT = 49 m
(a) acceleration = 9.8 m/ s^2
now,
by applying formula,
s= ut + ({at^2)/2
=> 49 = 0 + {(9.8* t^2) / 2}
=> 98 = 9.8 * t^2
=> 10 = t^2
therefore time = √10 = 3.16 seconds
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