Need help with this cons. of momentum prob.

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A bullet embeds into a wood block, which then travels 1.65 m after the collision, with the bullet weighing 4.17 g and the block 2.00 kg. The discussion focuses on calculating the block's speed immediately post-collision while considering kinetic friction, which has a coefficient of 0.10. Participants explore the application of Newton's second law and the forces acting on the block, including friction and gravity. The initial misunderstanding about net force is clarified, leading to a successful calculation of the block's speed. The conversation highlights the importance of correctly identifying forces in dynamics problems.
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Thanks in advance btw.

When a bullet strikes a block of wood originally at rest, the bullet becomes embedded into the wood block which travels 1.65 m after the collision. If the mass of the bullet is 4.17 g and the mass of the block is 2.00 kg, what is the speed of the block immediately after the collision? The coefficient of kinetic friction between the block and the surface is 0.10.

I know i need to find the initial velocity of the bullet but i am not sure how...
 
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The trick here is factoring in the frictional forces. Have you tried anything so far?
 
I did try using Newtons second law to determine the net force on the wood block. In this case I would have to factor in the frictional force...ie.
F(bullet)-F(friction)=m(bullet+block)a, but i ran into a wall because i don't have the acceleration or F(bullet).
 
Are you sure that is the net force acting on the block and bullet during their travel over the surface?
 
Well, there is the force of gravity and the normal force but they are in the vertical direction...all that tells me is that the normal force equals the weight and i can get the frictional force with that piece of info...i don't believe there are any other forces acting on the wood block, 2 in the vertical direction and 2 in the horizontal direction, but I could be (and probably am) wrong.
 
You said net force is F_{bullet}-F_{friction}. That is incorrect. Can you figure out why?
 
Hmm. Well, is it just -F(friction)?Since the bullet is embeded in the block it has zero acceleration and thus zero F...that might work...
 
Just did some number crunching, and it worked...thanks for the patience.
 
You are welcome.
 
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