What Is the Initial Velocity of the Bullet?

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Homework Help Overview

The problem involves a bullet colliding with a wooden block, focusing on the initial velocity of the bullet, the block's velocity post-collision, and energy loss during the collision. The subject area includes concepts from mechanics, specifically momentum and energy conservation.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants discuss the application of the work-energy theorem and conservation of momentum. There are attempts to calculate the initial velocity of the bullet and the block's velocity after the collision, with varying methods and results.

Discussion Status

Some participants have provided calculations for the block's velocity and energy loss, while others question the methods used for the initial bullet velocity. There is a recognition of differing approaches, and some guidance has been offered regarding the conservation of momentum.

Contextual Notes

Participants are navigating through the implications of energy conservation in inelastic collisions and the effects of friction on the block's motion. There is mention of a peer tutor's advice that may have contributed to confusion regarding the problem setup.

PreetiM
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Homework Statement


A .007 kg bullet is fired into a 2 kg wooden block initially at rest on a level surface. The bullet passes through the block and emerges with the velocity of 200 m/s. The block slides .5 m and stops. If the coefficient of the friction between the block and and the surface is .3, find a) the initial velocity of the bullet, b) the velocity of the block right after being hit by the bullet and c) the energy loss of the bullet during the collision.

Homework Equations


I understand how to get part a of the question but I can't figure out the other two parts. Please help me :[.

The Attempt at a Solution


For part a I got 202.09 m/s.
 
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Hi PreetiM! Welcome to PF! :wink:

Use the work energy theorem …

work done = change in kinetic energy …

show us what you get. :smile:
 
Hello! Thanks for helping :)

So for part b) I used Fd= 1/2mvi2-1/2mvf2
and for the velocity of the block I got 1.714 m/s.

For part c) I just subtracted the final kinetic energy from the initial kinetic energy and got 2.94. I think that looks correct :P.
 
(b) looks correct. :smile:

I don't understand how you got (a) or (c) :confused:

can you show your calculations?​
 
For a) I did what a peer tutor told me to do, he said
Initial Kinetic energy - work done by friction = final kinetic energy.

So I did, .5mvi2 - Ffrictiond = .5mvf2

When I solved for vi I got 202.089 m/s.

I admit for part c) I did just guess :(.
 
Either your peer tutor is wrong, or he was talking about part (b) not part (a). :redface:

For part (a), energy is not conserved (this is obviously not an elastic collision ).

Use conservation of momentum instead (you'll need the result from part (b) for this).
 

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