What is the relationship between the angle theta and the charge q?

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Homework Help Overview

The problem involves two charged pith balls suspended by strings, which repel each other at an angle due to their like charges. The task is to derive a relationship involving Coulomb's Law and Newton's Law to find the charge on each ball.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the need for a clear approach to the problem, including the importance of drawing diagrams and free body diagrams to visualize forces and distances involved.

Discussion Status

The discussion is ongoing, with participants seeking clarification on the original poster's attempts and emphasizing the necessity of showing work to facilitate guidance. There is a focus on understanding the problem setup rather than providing direct solutions.

Contextual Notes

Participants note the importance of relating the forces acting on the balls and the angles involved, as well as the need for a systematic approach to apply the relevant laws of physics.

prncess23
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please help with this problem...i have No clue how do it

Two pith balls of mass m are suspended by silk strings of length L. When they are charged they repel each other at an angle of 2 theta, since like charges repel. Using Coulomb's Law and Newton's Law, derive the following http://img.photobucket.com/albums/v199/prncess20/physics.jpg" where k is the coulomb constant. The expression will be used to calculate the charge q on each ball.
 
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What have you done in terms of attacking this problem?

We need to see your work and approach to offer input, we do not just solve the problem for you. Sorry.
 
all i got was i wrote down the coulomb's law and Newton's law (f=ma). after that...i really don't know what to do, to get that expression.
 
Have you drawn a diagram of the situation? This will help you relate distances, etc. How do these things fit into your equations?

Also, draw a free body diagram of all the forces acting on the ball. Sum them up in both directions according to Newton's second law.
 
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