Solve Negative/Positive Homework: Momentum-Impulse Theorem

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The discussion centers on calculating the average force a bullet imparts to a wearer when it strikes a bulletproof vest and comes to rest. Using the Momentum-Impulse Theorem, the calculated force is -1.00 kN, indicating it acts against the bullet's direction. However, the participant argues that since the bullet's initial direction is considered positive, the force imparted to the wearer should be +1.00 kN. The confusion arises from differing interpretations of force direction, with the textbook providing a negative value. Ultimately, the consensus is that the force on the wearer should indeed be considered in the positive direction.
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Homework Statement


Suppose a 6.00g bullet traveling at 100m/s strikes a bulletproof vest and comes to rest in about 600microseconds. What average force will it impart to the happy wearer?


Homework Equations


Use the Momentum-Impulse Theorem
I took the initial direction of the bullet as the positive direction.

The Attempt at a Solution


By using the momenum-impulse theorem, where vi = 100m/s and vf = 0m/s, I calculated the force to be -1.00kN. However, the negative sign tell me that this force is against the bullet, which should be the force that the vest apply to stop the bullet, not the force the bullet imparted to the wearer. The force that the bullet will impart on the wearer should be in the positive direction, which is the initial direction of the bullet. Therefore, I think the average force that the bullet imparted to the wearer should be +1.00kN. Nevertheless, the answer in the textbook for this question is -1.00kN, so I don't know whose right, the textbook or me.
 
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I would say you were right.
If you take the direction of the bullet to be +ve then the force obviously acts in that direction on the victim.
 
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