What was the original speed of the bullet?

AI Thread Summary
The discussion revolves around calculating the original speed of a bullet that embeds into a stationary block of wood after a collision. The bullet has a mass of 10.0g and the block 5.00kg, with a combined speed of 0.600 m/s post-collision. Participants clarify the use of momentum equations, emphasizing that the bullet initially possessed momentum while the block did not. The final momentum calculations indicate that the bullet's initial velocity must be determined to solve the problem. The thread concludes with the participant confirming their understanding of the momentum concepts involved.
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Homework Statement


A 10.0g bullet is fired into a stationary block of wood (m=5.00 kg). The bullet imbeds into the block. The speed of the bullet-plus-wood combination immediately after the collision is 0.600 m/s. What was the original speed of the bullet?

ball m=10.0g=0.01kg
wood m= 5.00kg
Vf=0.600m/s
Vi=?


Homework Equations


p=mv


The Attempt at a Solution


i=change in momentum
=mVi-mVf
So, solve for Vi?
Then I would have to know what i is, right?

Thank you.
 
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Write equations for the momentum before and after the collision takes place. Be sure to specify which masses are involved.
 
p=mv
The momentum found using final velocity:
p=(0.01kg)(0.600m/s)=0.006 kg*m/s (ball)
p=(5.00kg)(0.600m/s)=0.006 kg*m/s (wood)
And I assumed the initial velocity was zero, so I ended up with a zero momentum.
Is that correct so far?
 
no, the bullet started with (fast) unknown velocity
It was theonly thing that HAD momentum, at first.
 
Thanks, I finally figured it out. :D
 
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