Bullet fired and penetrates a block of wood

AI Thread Summary
A rifle fires an 8.17 g bullet at 400 m/s, which penetrates a block of wood to a depth of 8.9 cm. To find the constant resistive force exerted by the wood, energy considerations or dynamics/kinematics can be used. The average acceleration can be calculated using the kinematic equation, with the bullet's initial velocity at 400 m/s and final velocity at 0. The total distance for deceleration is 0.089 m, and the resistive force can be derived by multiplying the bullet's mass by the calculated acceleration. The discussion emphasizes the importance of understanding kinematics to solve the problem effectively.
talaroue
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1. Homework Statement [/b]

A rifle with a barrel length of 61.54 cm fires a 8.17 g bullet with a horizontal speed of 400 m/s. The bullet strikes a block of wood and penetrates to a depth of 8.9 cm.
What resistive force (assumed to be constant) does the wood exert on the bullet?


Homework Equations


Dynamics


The Attempt at a Solution



PHysics2.jpg
 
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am i even in the right direction? If not where did I go wrong?
 
Did you give the correct attachment?
 
haha oops good catch give me a second
 
now its the correct image. Thank you for that.
 
Hint: Use energy considerations.
 
Is that the only way that we are able to solve this because we haven't gone over engeries in class yet?
 
talaroue said:
Is that the only way that we are able to solve this because we haven't gone over engeries in class yet?
No, you can also use dynamics/kinematics. Start by finding the average acceleration.
 
Am i suppose to assume that the distance the bullet traveled is 70.44 cm? Which is the barrel length+ the depth of the bullet in the wood?
 
  • #10
I got the anwser it was 7343.822 N...only problem is I don't know how I got it I found someone who did this problem online and just plugged my numbers in his equation but it doesn't show how he derived the equation!
 
  • #12
I think working on physics so long actually made me worse at it. It was right in front of me I just needed you to remind me of Kinematics! just us xf=xi+(vf^2-vi^2)/2a...then multiply the mass of the bullet by acceleration and that gives me fs...wow FML
 
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