# Problem dealing with momentum

ALright i seem to be a little stuck on a Homework problem. Basicly there is a downward curving slope that level so for a few meters> throuhgout a good chunk of the problem the track is frictionless. And the end the coeff of kenetic friction is .50. They want to know how far the complelty inelastic system travels. For the problem set up there is a block of mass M1 sliding down the slide. At the bottem there is another block of Mass 2.00M1. This is all the information i'm given.

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jamesrc
Gold Member
So, is m2 on the rough part of the track? If you know how high m1 started at, you can use the work-energy theorem to find how fast it is going on the level part of the frictionless track before it hits m2. For the inelastic collision, you know that momentum is conserved and that the two masses get stuck together, effectively becoming a single object with mass = m1+m2 (this means the new velocity is m1*vi/(m1+m2)). After that, you have a constant acceleration problem with a known initial velocity, which you can use to find the total distance traveled (I'm thinking along the lines of vf^2 - vo^2 = 2*a*x, where a<0 (constant deceleration from the kinetic friction), vf = 0, and vo is found from the momentum conservation above.

Well m2 isn;t on the friction surface there both on the non friction part of the track and then they slide on to the friction part. Also no velocity is givin.

jamesrc