Two or more different equipotential surfaces to intersect?

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Homework Help Overview

The discussion revolves around concepts in electrostatics, specifically regarding electric fields and equipotential surfaces associated with point charges. The original poster poses questions about the existence of points where the electric field is zero and the possibility of intersection between different equipotential surfaces.

Discussion Character

  • Exploratory, Conceptual clarification

Approaches and Questions Raised

  • Participants discuss the conditions under which the electric field can be zero in the presence of multiple point charges and question the implications of equipotential surfaces intersecting.

Discussion Status

Some participants have provided affirmations regarding the possibility of finding points where the electric field is zero, while others seek further clarification and understanding of the reasoning behind these concepts. The conversation reflects a mix of attempts to explain and requests for deeper insights.

Contextual Notes

There is an indication that the original poster is seeking help from more knowledgeable participants, as they express uncertainty about the concepts discussed. The interaction highlights a learning environment where students are encouraged to ask questions and seek clarification.

soul
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I have two questions about electric field and equipotential surface. Here is first one:
For an arrangement of two point charges,
--Is it possible to find two points (neither at infinity) where E = 0 ?
Secondly,
--Is it possible for two or more different equipotential surfaces to intersect?
 
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the first question's answer is yes, it is possible.
 
Could you explain further, please? To understand it, "yes" is not sufficient.
 
Oh I am really sorry, I was just trying to help. See i am not a homework helper, i am just a regular student so I am not really sure why that is the answer either, but my teacher taught this to us and said that there can be two points where E= 0. but you should continue asking homework helpers for help. they can really explain things to you better and answer the question "why". haha I am sorry I am not much of a help.
 

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