Skaters, Momentum, and Mass: How Does it Affect It?

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SUMMARY

The discussion centers on the momentum of two skaters with differing masses (60 kg and 72 kg) pushing away from each other. It establishes that while their momenta are equal in magnitude and opposite in direction, the lighter skater (60 kg) will have a greater velocity compared to the heavier skater (72 kg) due to the relationship defined by the equation p = mv (momentum equals mass times velocity). The conversation emphasizes the importance of understanding how mass affects velocity to maintain equal and opposite momentum.

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If two skaters are pushing away from each other i know that their momentum will be equal but in opposite directions. However, if they have different masses (i.e. one is 60kg and another is 72kg) will that affect the momentum??




:smile:


Original question:
Two skaters stand facing each other. One skater's mass is 60 kg, and the other's mass is 72 kg. If the skaters push away from each other without spinning,

the lighter skater has less momentum.
their momenta are equal but opposite.
their total momentum doubles.
their total momentum decreases.
 
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Try making the equations for the individuals momentum and combining these two equations with the thing you have already stated ie. "their momentum will be equal but in opposite directions."
 
Im sorry but i don't really understand what you mean
 
Are you aware of this:

(delta) p = mv?

Write this equation for the both of the skaters and then combine them as you know that "their momentum will be equal but in opposite directions."

If their mass differs, but ie. "their momentum will be equal but in opposite directions., what must also change to make this possible?

Note that the latex didn't work as I wanted it to.
 

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