What fraction of the distance do the block move?

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Homework Help Overview

The problem involves a block sliding down a frictionless plane and then coming to a stop on a rough horizontal surface. The question asks for the fraction of the distance the block slides on the rough surface before its speed is reduced to one-third of its maximum speed at the bottom of the ramp.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss the relationship between the distance slid and the reduction in speed, with one participant suggesting a direct calculation based on the fraction of speed reduction. Others question the completeness of the given information, noting the potential need for additional parameters like the angle of the surfaces and the friction coefficient.

Discussion Status

The discussion is ongoing, with participants exploring different interpretations of the problem and questioning the adequacy of the provided information. Some guidance has been offered regarding the need for more details to approach the problem effectively.

Contextual Notes

Participants note the absence of specific information such as the angle between the surfaces and the friction coefficient, which may be relevant for solving the problem.

JD<3
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A block slides a distance d down a frictionless plane and then comes to a stop after sliding a distance s across a rough horizontal plane, as shown in the accompanying figure.

What fraction of the distance s does the block slide before its speed is reduced to one-third of the maximum speed it had at the bottom of the ramp?

a) s/3
b) 2s/3
c) s/9
d) 8s/9

Thanks for the help! :)
 

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could you show what attempts you have made at solving the problem?
 
I thought that since it is reduced by 1/3 then it would be s/3. But I'm so confused because I know when something is reduced then you multiply to find the number.
 
Is that all of the information that they gave you? It seems like they would have given you some other information, such as the angle between the smooth and rough surface, and especially the friction coefficient for the rough surface (usually denoted by the symbol μ).
 

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