Calculate Sum of Charges at Point A/B

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The discussion focuses on calculating the resulting charge at points A and B due to three charges (q1, q2, and q3) located on a plane. It is established that while the charge at point A is zero, the potential or electric field can be computed at both points using the appropriate equations. The participants clarify that one cannot simply place a charge at an arbitrary point for direct summation. For point B, if it lies within a hollow conducting sphere, the electric field is zero inside the shell. The conversation emphasizes understanding the concepts of potential and electric field rather than direct charge summation.
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Homework Statement


Attached figure.
3 charges : q1, q2 and q3 are on a plane (for simplification).
We want to compute the resulting charge at some point of the plane.
1/ Is it possible to sum (for computation) these charges to an arbitrary point A?
2/ or B?

Homework Equations


these ones ?
http://www.ux1.eiu.edu/~cfadd/1160/Ch17/Vector.html
http://hyperphysics.phy-astr.gsu.edu/hbase/electric/mulpoi.html

The Attempt at a Solution


I supposse I can't do it directly. I may use force or voltage or electric field?
 

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I'm not sure what you're looking for. The charge at point A is zero, because there is no charge there.
 
I want to combine the 3 charges at point A or B.
I know that is possible to compute the voltage V=kq1/r1...
I'm interested in the result charge (virtual).
 
You can determine the potential or electric field at the point A, but you can't just reform the problem and just place a charge at an arbitrary point.
 
OK thanks but is it possible to compute the potential or EF at B (since distance becomes null)?
 
Well, if B is a point inside the sphere, and if the said sphere is hollow, then you can find the electric field I think...of course, the field will be zero inside the shell if its conducting.
 
Thanks.
 

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