Is This a Conservation of Momentum Problem?

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SUMMARY

This discussion centers on a conservation of momentum problem involving a 0.165 kg projectile and a 2.00 kg wooden block on a frictionless table. The projectile is fired at +705 m/s, and after passing through the block, the block moves at +55.0 m/s. The correct approach to solve for the exit velocity of the projectile is to apply the conservation of momentum principle, equating initial and final momenta rather than using the incorrect formula initially presented.

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  • Understanding of conservation of momentum principles
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  • Knowledge of mass and velocity units (kg, m/s)
  • Ability to solve algebraic equations
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  • Review Chapter 7.4: Collisions in Two Dimensions in your physics textbook
  • Practice solving conservation of momentum problems with varying mass and velocity
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This discussion is beneficial for physics students, educators, and anyone studying mechanics, particularly those focusing on collision problems and conservation laws.

shawonna23
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A 0.165 kg projectile is fired with a velocity of +705 m/s at a 2.00 kg wooden block that rests on a frictionless table. The velocity of the block, immediately after the projectile passes through it, is +55.0 m/s. Find the velocity with which the projectile exits from the block.

I am having trouble solving this problem. I used this equation:
vf1=(0.165-2.00)/(0.165+2.00)*705, but the answer is wrong. Am I using the right equation?
 
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LOL, we could quite possibly be in the same class. Again, yet another homework problem that I had.

I can tell you that no, that isn't the correct equation to be using. Look in your book under 7.4 : Collisions in Two Dimensions and you will get the correct equation to use from there.
 
this question seems as if it is a conservation of momentum problem.
therefore,
initial momentum (before collison) must be equal to the
final momentum (after collison)

so just equate the two and you should get the correct answer.

hope this helps.
 

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