Two Objects Sliding on a Frictionless Surface

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SUMMARY

In the discussion, the question posed by Otis revolves around two objects of different masses sliding off a frictionless surface at the same speed and which one rises to a greater height. The consensus among participants is that both objects will reach the same height, as the height achieved is independent of mass when initial speeds are equal. The discussion emphasizes the importance of clarifying the problem statement and using appropriate physics equations to analyze the scenario accurately.

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FilthyOtis
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Homework Statement



Well I figured out the first problem I had posted so here's a new one :)

If two objects of different masses are sliding along a frictionless surface at the same speed and they both slide of the same frictionless surface. which rises to a greater height?

I want to say they both go to the same height. or does the lighter of the two go further because it has less force acting upon it while going up the hill?

thank you- Otis
 
Last edited:
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FilthyOtis said:

Homework Statement



Well I figured out the first problem I had posted so here's a new one :)

If two objects of different masses are sliding along a frictionless surface at the same speed and they both slide of the same frictionless surface. which rises to a greater height?

I want to say they both go to the same height. or does the lighter of the two go further because it has less force acting upon it while going up the hill?

thank you


- Otis


Sorry, your question doesn't make sense to me. If they are sliding on a surface, how do they rise? Is there a tilt in the surface?

And what equations would you use to figure this out? There are several ways to approach it -- please show us some of your work using one of the approaches...
 
What FilthyOtis (feels weird saying that) was trying to say was:

FilthyOtis said:
... If two objects of different masses are sliding along a frictionless surface at the same speed and they both slide OFF the same frictionless surface. which rises to a greater height?...

I had to read it over about 4 times before figuring out it was a typo.

But yeah like berkeman said, post the work you've done so far so we could help you.
 

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