Looking for equation for change in momentum

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SUMMARY

The discussion centers on calculating the change in momentum of a baseball with a mass of 0.2 kg, initially traveling at 40 m/s and then returning at 60 m/s. The correct approach involves using the formula for momentum, which is mass multiplied by velocity. The final momentum is calculated as -12 kg-m/s, the initial momentum as 8 kg-m/s, leading to a change in momentum of 20 kg-m/s when considering magnitude. The key takeaway is the importance of correctly identifying initial and final states in momentum calculations.

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jjg242
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One of the questions on my test review tells me to look for the equation in the book, but i have a different book because my backpack got stolen and I can only get my hands on a old physics book at the moment. can someone help me out and let me know what equation I am looking for here? thanks,

A pitched baseball, of mass 0.2 kg, arrives at home plate with a speed of 40 m/s and is batted straight back to the pitcher with a return speed of 60 m/s. What is the magnitude of change in the ball's momentum?

a. 40 kg-m/s b. 8.0 kg-m/s c. 18 kg-m/s d. 20 kg-m/s
 
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You shouldn't need a special formula here. Do you understand that momentum is mass x velocity? The change in anything will be final value minus initial value. (Tricky part: Direction--and signs--matter.)
 
so simply:

(0.2*40)-(0.2* -60) = 20 kg-m/s

is this correct?
 
No. Your main mistake is getting the signs wrong. But you also got initial and final reversed. Fill this out:

Final momentum =

Initial momentum =

Change (Final - Initial) =
 
Doc Al said:
No. Your main mistake is getting the signs wrong. But you also got initial and final reversed. Fill this out:

Final momentum =

Initial momentum =

Change (Final - Initial) =

maybe I am finding the momentum wrong?

Final momentum = -12

Initial momentum = 8

Change (-12 - 8) = -20 since it's magnitude, just 20. I don't see how it could be anything else.
 
Exactly right! (I misread your answer before :redface:--sorry about that. You didn't make the sign error I thought you did! The only mistake was reversing initial and final, but that didn't really matter.)
 
thanks, this forum is so helpful.
 

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