Are Identical Masses' Angles Equal for Different Charges?

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SUMMARY

The discussion centers on the physics problem involving two charges of identical mass, one with charge q and the other with charge 2q, suspended by a thread of length l. The conclusion drawn is that both masses will make the same angle with respect to the vertical, despite the difference in charge. This is based on the application of Newton's Third Law, which states that the forces acting on the masses are equal and opposite, leading to identical angular displacement.

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Homework Statement



I have a problem as follows: "Two charges of identical mass hang from the same point by a thread of length l. One has charge q and the other has charge 2q. Find the angle each mass makes with the vertical."

Now, I got an answer and found that each mass will make the same angle with respect to the vertical. Is this true? When I imagine this scenario in my head it seems like their angles would be different. Are the angles equal for both masses when the masses are equal, regardless of the charges?


Homework Equations





The Attempt at a Solution



There is an assumption that the masses are "large" and the charges are "small".
 
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Ponder Newton's Third Law.
 


Got it- equal and opposite forces. Thank you.
 

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