HELP System of particles problem

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SUMMARY

The problem involves a 10kg dog walking 3m on a 20kg boat initially at rest, requiring the calculation of how much closer the dog gets to the shore. The conservation of momentum principle is applied, leading to the conclusion that the dog ends up 1.0m closer to the shore. The solution utilizes the equations Pi=Pf and m1v1=m2v2, demonstrating the relationship between the dog’s movement and the boat's reaction.

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Kudo Shinichi
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HELP!System of particles problem

Homework Statement


A 10kg dog walks 3m on a 20kg boat towards shore. How much nearer the shore does the dog end up if the boat was initially at rest.



The Attempt at a Solution


I am not really sure how to approach this problem. I think that the dog is 3 meters closer to the shore, because the boat stays at rest while the dog moves toward the shore...yet I think this is wrong because it is too simple as a physics problem...

Can anyone help me with this problem? thank you very much.
 
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hey, here's how i solved this question...not sure if its right. I think we're in the same class

Pi=Pf

m1v1=m2v2

v=d/t

(m2= 20kg + 10kg because the boat and the dog are the same mass once the dog stops moving)

10(3/t) = 30(d/t)

The t's then cross out

30=30d

d=30/30

d= 1.0m
 
Last edited:

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