Asked by Muse
Two masses m amd 2m approach each other along a part right angles to eachother. After collision, they stick together and move off at 2m/s at an angle 37¤ to the original direction of m....what is the initial speeds of the particles???
Answers
Answered by
Damon
initial x momentum = m u
initial y momentum = 2 m v
final x momentum = 3 m (2) cos 37
final y momentum = 3 m (2) sin 37
so
u = 6 cos 37
v = 3 sin 37
initial y momentum = 2 m v
final x momentum = 3 m (2) cos 37
final y momentum = 3 m (2) sin 37
so
u = 6 cos 37
v = 3 sin 37
Answered by
Steve
add up the momentum vectors. Assuming the particles are moving in the +x and +y directions before the collision, with speeds u and v,
<mu,0> + <0,2mv> = <3m*2sin37°,3m*2cos37°>
now just solve for u and v.
<mu,0> + <0,2mv> = <3m*2sin37°,3m*2cos37°>
now just solve for u and v.
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