00:01
Hello, here we have to solve the following problem.
00:03
Ball receives a momentum of 1 .18 newton second and it collides with the second ball of the same mass.
00:10
Both balls have mass of 0 .156 kilograms and they experience a perfect elastic collision.
00:21
So first let's find, to find the velocity of the second ball, which is the task in this problem.
00:27
We have to find the initial velocity of the first ball, which is its momentum.
00:31
It's impulse over mass.
00:34
Let's calculate it.
00:36
That is 11 .5 meters per second.
00:40
So it means that now we can realize conservation of momentum and conservation of energy as well.
01:02
And also here let's yeah, the collision is elastic, that's why let's presume that after the collision i am in first ball, bounces back.
01:14
Therefore here we need to put a negative sign before mv1...