Question about some physics, moving obstacles.

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The discussion centers on a physics problem involving two sleds with elastic bumpers colliding on an air-cushion course. Sled A has a mass of 0.1 kg and moves at 0.5 m/s after the collision, while sled B, with a mass of 0.4 kg, is initially at rest. To solve for the speeds of both sleds before the impact, one must apply the principles of conservation of momentum and conservation of kinetic energy, resulting in two equations that can be solved simultaneously. The exact nature of the collision (head-on or otherwise) is crucial for accurately determining the pre-impact velocities.

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Hi, first i would like to start of by saying that i am norwegian, so my english skills is not so good. But anyway, I am having this test tomorrow and i need some help! Its about physics! I translated the task as good as i could!

To sleds with elastic bumpers collides with each other on a air-cussion course. Sled A's mass is 0,1kg, and sled b's mass is 0,4 kg. After the impact, sled A is moving at 0,5m/s and sled B is standing still. Calculate the speed of the to sleds before the impact.

Thanks for all answears!
If something is badly explained, please let me know!
 
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You need to find two unknowns, so you need two equations. The key word is "elastic", this means that both energy and momentum are conserved. From this statement you can easily find two equations.

But one thing is not clear, you need to know how the sleds collide, do they collide head on, or in any other way?

Hope this helps!
 

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