Calculate the average net force acting on the bullet

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Homework Help Overview

The problem involves calculating the average net force acting on a bullet as it embeds itself in a block of wood. The bullet has a mass of 20 g and strikes the block at a speed of 320 m/s, penetrating to a depth of 6.0 cm.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss using the work-energy theorem to find the net work done on the bullet and its change in kinetic energy. Questions are raised about calculating initial and final kinetic energies and the definition of work. Others suggest applying kinematics to find the bullet's acceleration and then using Newton's second law to determine the force.

Discussion Status

The discussion includes various approaches to the problem, with some participants offering guidance on applying different physics principles. Multiple methods are being explored without a clear consensus on the best approach.

Contextual Notes

There is a repeated request for a complete calculation, indicating a desire for more detailed guidance. The problem setup and parameters are clearly defined, but no additional constraints or assumptions are noted.

silje
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I have a physics problem and are woundering if someone can please help me!o:)
Here's the problem: A bullet of mass 20 g strikes a fixed block of wood at a speed of 320 m/s. The bullet embeds itself in the block of wood, penetrating to a depth of 6.0 cm. Calculate the average net force acting on the bullet while it is being brought to rest. (1.7 x 14^4 N)

would have been nice with the whole calculation.
Thanks! :!)
 
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silje said:
I have a physics problem and are woundering if someone can please help me!o:)
Here's the problem: A bullet of mass 20 g strikes a fixed block of wood at a speed of 320 m/s. The bullet embeds itself in the block of wood, penetrating to a depth of 6.0 cm. Calculate the average net force acting on the bullet while it is being brought to rest. (1.7 x 14^4 N)

would have been nice with the whole calculation.
Thanks! :!)
Trythe work-energy theorem, which states
W_{net} = \Delta KE
What is the initial kinetic energy of the bullet just before it penetrates the wood? What is its final kinetic energy when it comes to a stop in the wood? What is the difference between the two energies? What is the definition of work?
 
Alternatively, you can use kinematics to determine the acceleration of the bullet (vf^2 = vi^2 + 2ad), then use Newton's 2nd Law to determine the force (F = ma).
 
thank you very much! =)
 

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