What is the conservation of momentum?

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SUMMARY

The conservation of momentum states that the total momentum of a closed system remains constant before and after a collision. The equation used to calculate this is Mass 1 x Vi 1 + Mass 2 x Vi 2 = Mass 1 x Vf 1 + Mass 2 x Vf 2. In the discussion, it is noted that if Mass 1 equals Mass 2 and Vi 1 is 4 m/s, this information can be directly applied to solve momentum-related problems. Participants are encouraged to share specific problems for further assistance.

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  • Understanding of basic physics concepts, particularly momentum.
  • Familiarity with algebraic equations and variables.
  • Knowledge of the terms "initial velocity" (Vi) and "final velocity" (Vf).
  • Ability to apply conservation laws in physics problems.
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  • Study the principles of elastic and inelastic collisions.
  • Learn how to apply conservation of momentum in two-dimensional collisions.
  • Explore real-world applications of momentum conservation in sports and vehicle collisions.
  • Investigate the relationship between momentum and kinetic energy in different types of collisions.
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Students of physics, educators teaching mechanics, and anyone interested in understanding the principles of momentum conservation in various physical scenarios.

Luvs_Mariah_C
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What do I use when momentum is conserved? Please post.
 
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Hey honey! Here is the equation you would use!

Mass 1 x's Vi 1 + Mass 2 x's Vi 2=mass 1 x's Vf 1 + mass 2 x's Vf 2

and you are given that Vi 1 is 4 m/s and the mass 1 is = to mass 2 so there u go babe:)


Century deeppink
 
Debbie said it well. :smile: If you add up all the momentum of all the things moving before a collision, it must equal the momentum of all the things moving after the collision.

If you have a specific problem that you're having trouble with, go ahead and post it, along with your thoughts on how to solve it, and we'll help you get it done.

- Warren
 

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