Why Is Answer A Correct for the Oscillation Problem?

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    Oscillation
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Homework Help Overview

The discussion revolves around an oscillation problem, specifically a multiple-choice question regarding the forces acting on a ball described as being held stationary. Participants are examining the implications of the ball's stationary state on the forces involved and their interpretations of the problem.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • The original poster attempts to reconcile their understanding of forces acting on the ball with the provided answer choices, questioning why answer A is correct instead of C. Some participants explore the implications of the ball being stationary and the requirement for forces to sum to zero.

Discussion Status

The discussion is active, with participants providing insights into the nature of the forces and their vectorial addition. The original poster reflects on their interpretation of the question and acknowledges a potential misunderstanding, indicating a productive exchange of ideas.

Contextual Notes

The problem context includes a multiple-choice format and references to a marking scheme, which may influence participants' reasoning and interpretations. The discussion also notes that the problem is related to IB Physics.

magiclink
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Homework Statement


Hi! My question is about oscillation. The multiple choice answers and question is included in the picture attached! I also happen to know the answer is A by looking at the marscheme.


The Attempt at a Solution


I would've thought that since the ball is said to be held "stationary" in that position the forces would all have to be equal. Thus i would've thought C was the correct answer. If they had said that it's an oscillation where the ball is in position P and not mentioned it being held stationary, I would've answered A, however, knowing that the forces would've had to be unbalanced and acting towards the equilbrium point. Could anybody explain exactly why it's A? and not C? I think my problem is probably largely due to interpretation of the question. Thankyou for any replies!
 

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If the ball is stationary then the forces must sum to zero net force. If they were all equal, would the sum be zero? Remember, you're adding vectors here.
 
Hi, magiclink!
Is that IB Physics?
 
Hey! I just looked at the question and gave it a good look again. Turns out that the vectors did add vectorally to equal zero. A bit of an optical illusion to me. Thanks anyways! Sorry for wasting your time! :)


And yes, tis IB physics indeed. ;)
 

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