when we throw a ball with a speed of 40 metre per second after 2 second we through the another ball in which height both the ball will collide?
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Explanation:
X be the distance from the ground where the collision takes place then
Distance from top of tower up to the collision point =40-X
let collision took place after time t then
X=20t-1/2×g×t^2……(1)(upward motion)
40-X=20t+1/2g×t^2….(2)(downward motion)
Adding (1) and (2) we get
40=40t
Which gives t=1 second
Putting value of t in (1) we get
( taking :g= 9.8 m /s^2)
X=15.1 metre
So collision takes at 15.1 metres from ground or 40–15.1=24.9 metres from top.
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Answer:
what is the speed of second ball? And from where (up/down) the ball was thrown?
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