Minimum seperation of two electrons moving toward each other

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Homework Help Overview

The discussion revolves around the minimum separation of two electrons moving toward each other, focusing on the principles of electrostatics and motion. Participants are exploring the mathematical relationships involved in this scenario.

Discussion Character

  • Exploratory, Mathematical reasoning, Assumption checking

Approaches and Questions Raised

  • Some participants suggest using symbolic representation to derive an algebraic expression for the minimum separation, while others are considering the implications of numerical substitutions later in the process.

Discussion Status

The discussion is active, with participants engaging in clarifying the approach to the problem. Guidance has been offered regarding the use of symbols to avoid errors, indicating a productive direction in the exploration of the problem.

Contextual Notes

There are indications of confusion stemming from multiple users collaborating on the same problem, which has been addressed through moderation. This context may influence the clarity of the discussion.

physicks885
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Homework Statement
Two electrons approach each other moving in opposite directions. When the separation between the electrons is 10 m, the two electrons move with the same speed of 𝑣=38 m/s. What is the minimum distance that the electrons will approach each other before they begin to move away due to the effect of electrical repulsion?
Relevant Equations
K.E = U
[Mentor Note -- Two threads started by partners in a class have been merged into this one thread, since they are working on a shared solution to turn in]

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It looks like you have the correct idea. I strongly recommend that you redo the problem using symbols exclusively in order to find an algebraic expression for the minimum separation ##r##. Once you have that, you can substitute numbers at the very end. This eliminates copying and round-off errors and preserves your sanity.
 
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Locked pending moderation
 
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Thread is now re-opened after sorting out the confusing two-user issue. :smile:
 
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