a boy drops a ball from rest from the top of a building. at the same time, his friend throws a ball vertically upwards from the base of the building with speed 30m/s. The two balls collide after 1.8s. Find the distance from the ground to the top of the building.
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Answer:
Given,
H=100m
For ball 1: u=0;g=10m/s
So, h
1
=u
1
+
2
1
gt
2
=0×t+
2
1
(10)
2
t
2
=5t
2
----------(1)
For ball2: u=40m/s;a=−10m/s
So, h
2
=u
2
+
2
1
at
2
=40×t+
2
1
(−10)
2
t
2
=40t−5t
2
---------(2)
h=h
1
+h
2
h=5t
2
+40t−5t
2
h=100m
100=40t
t=
2
5
=2.5s
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