Theory of Images or Gauss's Law for Concentric Conducting Spheres?

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The discussion revolves around solving a problem involving two concentric conducting spheres, one grounded and the other at a potential V0. Participants debate whether to apply the theory of images or Gauss's Law for the solution. There is a preference for using image charges, despite concerns about complicating the problem. The conversation also invites insights on the specific image system being utilized. Ultimately, the focus is on determining the charge distribution on each sphere based on their configurations.
atomicpedals
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Homework Statement



Two conducting spheres are concentric, the radius of the inner being a and the outer being b. One sphere is grounded & the other is at a potential V0. Find the charge on each when the grounded sphere is a) the outer, b) the inner.

2. The attempt at a solution

Is this an appropriate application for theory of images? Or is it a far more straightforward application of Gauss's Law?

I'm tempted to use image charges from one sphere to the other, but fear that's making life harder than it needs to be.
 
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Ok, I've become comfortably certain that images are the way to go.
 
Out of curiosity, what is your image system?
 

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