Solving a Pulley Problem: Finding the Scale Reading

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Homework Help Overview

The discussion revolves around a pulley problem involving two masses, 1 kg and 2 kg, and the objective is to determine the reading on a scale connected to the system. The context includes concepts of tension and apparent weight, with references to Newton's laws of motion.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants explore the relationship between the masses and the scale reading, with one suggesting a comparison to an elevator problem. Others question the interpretation of the problem and the role of tension in the system.

Discussion Status

There is an ongoing exploration of the problem, with some participants providing hints and guidance on applying Newton's second law. Multiple interpretations of the problem setup are being discussed, and while one participant expresses confidence in their calculations, there is acknowledgment of potential errors in the mathematical approach.

Contextual Notes

Participants note that the diagram is incomplete, which may affect the understanding of the problem. There is also a mention of the importance of starting from first principles in problem-solving.

harmeet_angel
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A pulley Problem

Homework Statement



So, in the diagram attached one mass is 1 kg, and the other one is 2 kg.
and what would be reading on the scale
attachment.php?attachmentid=9508&stc=1&d=1174143607.jpg

Homework Equations



F=ma

The Attempt at a Solution


I think this is very much like an elevator problem where the elevator is moving up, and we try to find the apparent weight, and here we have to find the apparent weight of 1 kg mass.
so, first I found overall a to be let's say a

Acceleration of the system = a
and then using that apparent weight formula <dunn want to derive it here>

Apparent weight = reading on the scale = 1 kg x (g+a)
 

Attachments

  • pulley.jpg
    pulley.jpg
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Last edited:
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oops, and though the picture shows that the scale measuring hook is attached to 2 kg mass, however, since I made this question.. so, yea, actually the mass on the right should say 2 kg
 
If I'm interpreting the problem correctly (the left side of the picture is cut off, so I'm not sure) then this has nothing to do with apparent weight on an accelerating elevator.

Here's a hint: The scale will display the tension in the rope. How would you solve for the tension? (Hint: Apply Newton's 2nd law to each mass.)
 
Last edited:
woaw!
thanks.
So, that would be

acceleration = (g(2-1) )/ total mass = g/3

and Net force on 1 kg = (g/3) [N]

and T = W+ (g/3)
=g+(g/3)

and so the reading would be = g (1+(1/3))

am i right?

I think i am using the right technique but math may be wrong..
 
You are correct.

(But when presenting your work, always start from first principles--Newton's laws in this case--and show how you arrived at your answer. Don't just state your answer. I know how you got it, and you're correct, but if you were mistaken I'd have no idea where you went wrong. :wink: )
 

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