Elastic Collision between 2 Particles

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SUMMARY

The discussion focuses on an elastic collision between two particles, where a particle of mass m1 strikes a stationary particle of mass m2. After the collision, m1 scatters at an angle of 30 degrees with a speed of v0/3, while m2 attains a speed of 2/3v0. To determine the angle between the directions of the two particles post-collision, the principles of conservation of linear momentum in both the x and y directions must be applied.

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Kyliticus
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Hi, here's my problem.

A particle of m1 and initial speed v0 strikes a stationary particle of mass m2, and scatters at 30 degrees to its original direction with speed v0/3. Find the angle, in degrees, between the directions of the two particles after the collision.

I found that the velocity of the m2 after the collision to be 2/3v0 due to conservation of energy.

Can anyone give me ideas on how to find the contained angle? Thank you.
 
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Since it is a collision as well, you'd need to apply conservation of linear momentum in both the x and y directions.
 

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