How to find the final velocity o

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SUMMARY

The discussion revolves around calculating the final velocity of a bullet impacting a target wearing a bulletproof vest. The bullet's initial speed is 80 m/s, and it travels a distance of 6.26 m while decelerating at a rate of 9000 m/s² upon contact with the vest. The user initially attempted to apply the equation Vf² = Vi² + 2ad but encountered nonsensical results. Clarification was sought regarding whether the acceleration remains constant throughout the entire distance of 6.26 m.

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Jessica Lewis
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The question is:
a bullet that is shot from a target is traveling at an initial speed of 80 m/s and it is 6 m away from its target. The target is wearing a bullet proof vest that is 0.26 m thick. As the bullet makes contact with the vest is slows down at a rate of 9000 m/s2. What is the final velocity of the equation?I would assume that the equation used would be Vf^(2) = Vi^(2) + 2ad, however each time I attempt this question I get an answer that makes absolutely no sense.
So, please help me,
Thank you! :)
 
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EDIT: I realized I did the problem and, according to the guidelines, that isn't allowed! So, instead: for the acceleration, is 9000 m/s2 constant for the whole 6.26 m?
 
Last edited:
Jessica Lewis said:
each time I attempt this question I get an answer that makes absolutely no sense.
So, please help me,
Thank you! :)
how do you expect anyone to tell you where you are going wrong if you do not post your working?
 

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