Calculating Frictional Force on a Bullet Using the Momentum Formula

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To calculate the average frictional force on a bullet that comes to rest in wood, the work-energy principle can be applied. The work done by the frictional force is negative and can be calculated using the formula W = 1/2mVo^2, where Vf is zero since the bullet stops. This results in a work value of 456.3 Joules. To find the frictional force, the equation W = Fd can be used, where d is the distance the bullet traveled into the wood. The discussion emphasizes the importance of understanding both work and force in this context.
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a rifle fires a(n) 6g bullet with a muzzle velocity of 390m/s into a block of wood. the bullet comes to rest after it has made a(n) 18cm deep hole in the wood. what is the magnitude of the average frictional force slowed the bullet?

can i use this formula?
J=FT=pf-pi=mv
 
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You could, but you'd first have to figure out the time. Instead, consider the work done by the frictional force on the bullet.
 
What would you use for the time?

I suggest asking yourself how much work the frictional force does.
 
is it W=Kf-Ko ?
 
yes, but make sure not to forget that the work done by friction will be negative.
 
so...W=1/2mVf^2-1/2mVo^2 does Vf cancel since it comes to rest?
 
yes, it does
 
the answer is W=456.3 is that all?
 
you've found the work, but the question wants to know the force. so what is the equation for work?
 
  • #10
is it W=Fd
 
  • #11
yes, that's right
 
  • #12
Thank You So Much!
 
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