(adsbygoogle = window.adsbygoogle || []).push({}); 1. The problem statement, all variables and given/known data

A bullet of mass 0.008 kg and initial speed 300 m/s penetrates an initially stationary pop can of mass 0.042 kg and emerges with a speed 210 m/s.

What is the initial momentum of the bullet and pop can system?

=2.4 kgm/s

What is the final momentum of the bullet?

=1.68 kgm/s

How fast is the can moving after the bullet emerges?

=17.143 m/s

How much kinetic energy was lost (to heat, sound, deformation of can and bullet,...) in the process? Give your answer as a positive number.

=(i don't know)

2. Relevant equations

p=mv

KE=.5*m*v^{2}

3. The attempt at a solution

I tried finding different values for the initial and final velocity of the system many different ways, and then plugging into the KE equation to get the difference in KE. Every value I find seems to be incorrect.

I took the inital momemtum (2.4) and divided it by the total mass of the system (.05) to find the initial v (48). I'm not sure if this is correct or not. I've tried other values, but this is the one I've been most comfortable with, it may very well likely be incorrect.

As for the final velocity, I've found different values, none I'm too confident with.

Any help is much appreciated. Thx. :)

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# Homework Help: Conservation of Momentum and KE (bullet through a pop can)

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