How Is Coulomb's Law Demonstrated with a Suspended Charged Ball?

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Homework Help Overview

The discussion centers around demonstrating Coulomb's law using a suspended charged ball that experiences repulsion from a nearby charged sphere. Participants are exploring the relationship between the forces acting on the ball and the angle of deflection.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants are identifying the forces acting on the suspended ball and discussing the conditions for equilibrium. There are attempts to relate the components of forces to the equation F = W tan x, with some seeking clarification on the concept of normal force.

Discussion Status

The discussion is ongoing, with participants providing hints and asking for further clarification on the forces involved. There is a focus on understanding the equilibrium conditions and the relationships between the forces, but no consensus has been reached yet.

Contextual Notes

One participant notes a lack of familiarity with mathematical concepts, which may impact their ability to connect the forces to the desired equation. The original poster has drawn a free body diagram but is struggling to progress further.

rindishy123
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Hey...i need help...


"One practical arrangement for verifying Coulomb's law is to use a lightweight, negatively charged, freely-suspended ball. it is repelled by the negative charge on a larger sphere that is held near it, on an insulated support. the small angle of deflection, x is then measured.

The weight of the ball is W. show that the force of repulsion F on the suspended ball is given by:

F = W tan x"


I've drawn a free body force diagram, but i still can't work it out..
help pleaseee
 
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Start by identifying the forces acting on the suspended ball. (Hint: Three forces act on that ball.) Then apply the conditions for equilibrium: the sum of the forces must be zero. (Hint: Consider vertical and horizontal components separately.)
 
Ok I've got to the point where I've found that the components of N (the normal reaction force) are:

N sin x

and

N cos x

I don't study maths so could you please give me hints as to how I turn the above into F = W tan x?
 
I don't know what you mean by the "normal force" in this problem. Answer the questions I asked in my last post: What are the forces acting on the ball?
 

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