How Much Force Is Exerted on a Bullet When Fired from a Gun?

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Homework Help Overview

The discussion revolves around calculating the force exerted on a bullet when fired from a gun, with specific parameters provided such as the gun's weight, barrel length, bullet weight, and firing speed. The subject area includes dynamics and the application of Newton's second law of motion.

Discussion Character

  • Mathematical reasoning, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to apply the formula F=ma to calculate force using two different methods, questioning the correctness of each approach. Some participants question the consistency of units used in the calculations.

Discussion Status

The discussion is ongoing, with participants providing feedback on the original poster's methods. There is no explicit consensus on which method is correct, and some guidance has been offered regarding unit conversions.

Contextual Notes

The original poster notes that their first attempt was believed to be incorrect, and there are indications of confusion regarding the use of different measurement systems. The problem is framed within the context of homework constraints, emphasizing the need for clarity in calculations.

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Homework Statement


A gun weighs 10lbs and the barrel length is 10.2 inches. It fires a .45 caliber bulect weighing .0328lbs at a speed of 918ft/s. How much force is exerted on the bullet when fired?


Homework Equations


F=ma


The Attempt at a Solution


Here is what I did. Keep in mind that it is wrong, but when I did it I believed it to the correct method.
Vi=0
vf=918
s=.85 ft
a=?
918^2=1.7a
a=495720ft/s(squared)

F=ma
F=.3105kg(495720)
F=153921.06 N

TRIED IT AGAIN:
MbAb=MgAg
(.001018634)(495720)=.3105a
a=1626.27
F=ma
F=(.3105)(1626.27)
F=504.95(aprox.)
Is this correct?

If not, what should I do instead?
 
Last edited:
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F=ma
F=.3105kg(495720)

I think you switched to the metric system for the mass.
 
so was my 1st method right or was the second method right?
 
I'm not sure what your second method is. But the first method looks fine up to the F=ma.
 

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