How Is Final Velocity Calculated from Impulse?

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Homework Help Overview

The discussion revolves around calculating the final velocity of an object based on impulse, specifically using the relationship between impulse and change in momentum. The object in question has a mass of 538 g and is initially at rest.

Discussion Character

  • Exploratory, Mathematical reasoning, Problem interpretation

Approaches and Questions Raised

  • The original poster attempts to use the impulse-momentum theorem, I = m∆v, to find the final velocity after calculating the impulse from a force-time diagram. Some participants question the calculations and units used, while others discuss potential misunderstandings related to the problem's requirements.

Discussion Status

The discussion includes attempts to verify calculations and clarify the interpretation of the problem. Some participants express confusion about the results, while one participant acknowledges a personal error, indicating a productive exchange of ideas without reaching a consensus on the final answer.

Contextual Notes

There is mention of specific requirements for submitting answers, such as unit notation, which may influence how participants approach the problem. Additionally, the original poster's mention of dyslexia suggests potential challenges in processing the information accurately.

AdnamaLeigh
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The force shown in the force-time diagram acts on a 538 g object. Find the final velocity of the object if it is initially at rest. Answer in m/s.
diagram.jpg

I correctly found the impulse by determining the area underneath the curve. It's 7 N s. I know that we can determine the final velocity by using this equation: I=m∆v. I also saw a topic somewhere on this site where someone suggested the same formula. I used this formula and I get the wrong answer.
7 = .583(vf - 0) vf = 13.011m/s
I also tried inputting -13.011m/s and that was also incorrect. I don't know where I'm going wrong.
 
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Hmm, I can't see what you've done wrong. I get the exact same answer !
 
so you get 7=.583vf? then you just divide and get 12.0007 right? or am i missing something. at any rate. is this an online problem? because if it tells you to give velocity in m/s you don't have to write the units in your submitted answer... usually. did you try that?
 
My dyslexia always seems to kick in at the worst moments. I got it. Thanks guys.
 

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