Inelastic Collision on an inclined plane

AI Thread Summary
The discussion focuses on solving a physics problem involving an inelastic collision on an inclined plane. The key steps include applying the law of conservation of energy to determine the velocity of mass 'm' as it moves to '2m', using the height derived from the diagram. The conservation of momentum is then applied to find the new velocity after the collision. Finally, the conservation of energy is used again to calculate the required length 'l' based on the frictional forces involved. This structured approach aids in understanding the problem without directly completing the homework.
volpe923
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Okay so my physics teacher assigned us with some problems to complete and one of them in particular is really confusing me. Attached is a picture of the problem. It just really throws me off when we have to keep it in variable form. So if someone can just walk me through it a little it would be very appreciated. I'm not asking you to do my homework, i just need a little help.

Thanks,
Mike
 

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volpe923 said:
Okay so my physics teacher assigned us with some problems to complete and one of them in particular is really confusing me. Attached is a picture of the problem. It just really throws me off when we have to keep it in variable form. So if someone can just walk me through it a little it would be very appreciated. I'm not asking you to do my homework, i just need a little help.

Thanks,
Mike

Apply law of conservation of energy to find the velocity of 'm' till it reaches '2m'. Height can be calculated from diagram since angle is given.(h will come out 25m)
mgh =(1/2)mv2 + μ×(mg×cos30)×50m.
Solve this to find 'v'.
Apply law of conservation of momentum,
mv = (2m + m) v'.
v' = v/3.
Again apply law of conservation of energy,
(1/2)(3m)(v')2 = μ×(3mg)×(length'l').
Length 'l' is the required quantity which you will be able to calculate.
Enjoy.
 
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