Calculating Charge at Point A Outside a Charged Sphere: Gauss Law Explained

  • Thread starter Luhter
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In summary, the conversation discusses the calculation of electric charge at point A situated outside a sphere with radius r and electric charge density x. The speaker mentions trying to use Gauss's Law to solve the problem and asks for clarification on the type of charge density. Ultimately, the question of what the charge at point A is deemed nonsensical or trivial. The speaker also expresses curiosity about which physics this problem pertains to.
  • #1
Luhter
8
0
If I have a sphere and that has radius r and electric charge density of x
Then outside the sphere , in void (permittivity=[tex]\epsilon 0[/tex]) , a point A which is at r+a distance from the sphere's center . What is the charge at point A ?

Ok i tried this at exam in a way with Gauss law,but it seems it was no good ... so I'm curious how is made
 
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  • #2
Gauss's Law works, how did you attempt it? [tex]\int E \cdot dA = \frac{Q_{enc}}{\epsilon_0}[/tex]

what type of charge density is it? linear, area or volumetric... either case you need to convert the enclosed charge term to its density form.
 
  • #3
Luhter said:
What is the charge at point A ?
This question is nonsensical (or trivial if all of the charge is described by the problem statement).
 
  • #4
I'm curious, which physics is this?
 
  • #5
I suppose the question is actually asking for electric field strength?
 

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