Is this correct? Newton's second law related.

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Homework Help Overview

The discussion revolves around a physics problem involving Newton's second law, specifically related to circular motion. The original poster presents a scenario where an object with a mass of 3 kg is acted upon by a force F while moving in a circular path with a given radius and period.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants explore the calculation of acceleration using the period and radius, questioning the correctness of the formulas applied. There is discussion about the nature of the force acting on the object, with some suggesting it may be related to tension or friction in circular motion.

Discussion Status

Participants are actively questioning the correctness of the original poster's approach and calculations. There are multiple interpretations regarding the nature of the force involved, and some guidance has been offered regarding the relationship between tension and circular motion.

Contextual Notes

There are indications of confusion regarding the application of forces in circular motion, particularly in distinguishing between different types of forces acting on the object.

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On an object with a mass of 3 kg a single force F acts perpendicular to the speed of the object.The object moves in a circle with a radius of 2 meters and the period is 3 seconds.a) Find the acceleration. I have the formula T=2*pi*r/v ,I find v here and then in the formula a=v^2/2 I replace v.
b) Find the module of the force F.
I think that it is F=m*v^2/r - mg and I have all the data to find F.
 
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Elaia06 said:
On an object with a mass of 3 kg a single force F acts perpendicular to the speed of the object.The object moves in a circle with a radius of 2 meters and the period is 3 seconds.a) Find the acceleration. I have the formula T=2*pi*r/v ,I find v here and then in the formula a=v^2/2 I replace v.
Correct.

Elaia06 said:
b) Find the module of the force F.
I think that it is F=m*v^2/r - mg and I have all the data to find F.
Incorrect.
 
what is exactly incorrect ? :)

oh is it 0?the force?
 
Last edited:
Elaia06 said:
what is exactly incorrect ? :)

Maybe the force is equal to the tension?
If the object is rotated at the end of a rope in a circular path, then the force acting on it is the tension of the rope. For example if a car is driving circular track then the force is friction.
 
so now I have T*cosx=mg ..and I find T :) Thanks :D
 
Elaia06 said:
what is exactly incorrect ? :)

oh is it 0?the force?
Nope. Then it wouldn't be in circular motion at all.
 
Elaia06 said:
so now I have T*cosx=mg ..and I find T :) Thanks :D
Am I missing something here? What is module of a force? The force is simply F=m*v^2/r
 

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