What is the conservation of momentum?

  • Thread starter Luvs_Mariah_C
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In summary, when momentum is conserved, you can use the equation Mass 1 x's Vi 1 + Mass 2 x's Vi 2=mass 1 x's Vf 1 + mass 2 x's Vf 2, where Vi 1 is the initial velocity of mass 1 and mass 1 is equal to mass 2. This equation helps you find the total momentum before and after a collision. If you have a specific problem, feel free to post it with your thoughts on solving it and we will assist you.
  • #1
Luvs_Mariah_C
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What do I use when momentum is conserved? Please post.
 
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  • #2
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
 
  • #3
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
 

What is this equation?

This is a common question asked by students and non-scientists when encountering a mathematical equation for the first time. The answer depends on the specific equation in question and its purpose, but generally, an equation is a statement that shows the relationship between different variables or quantities.

Why is this equation important?

The importance of an equation depends on its relevance to a specific field or problem. Equations are used in various scientific disciplines to describe and predict phenomena, make calculations, and test hypotheses. They allow us to understand the world around us and make informed decisions.

How do you read this equation?

Reading an equation involves understanding the symbols and their meanings. The variables, such as x and y, represent quantities that can change, while the constants, such as pi and e, have fixed values. The operations, such as addition and multiplication, tell us how the variables and constants are related to each other.

Can you explain this equation in simpler terms?

Sometimes, equations can be complex and difficult to understand. Scientists often use mathematical equations to describe natural phenomena, which may be difficult for non-scientists to grasp. In such cases, it may be helpful to break down the equation into smaller parts and explain each component in simpler terms.

How is this equation derived?

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