(adsbygoogle = window.adsbygoogle || []).push({}); 1. The problem statement, all variables and given/known data

Suppose we have an outer shell with charge -2Q and radius b. We also have an inner shell with charge Q and radius a. what is the potential when a<r<b.

2. Relevant equations

E=kQ/r^2

V=kQ/r

E=-dV/dx

3. The attempt at a solution

The method I have been using according to my professor is a mathematical coincidence and the proper method to solving this is to use integrals.

How I solve it is that I sum the potential of the outer shell with the inner shell. So since we are inside the -2Q shell we have a constant V=-2Q/b. Since we are outside the Q shell we have V=Q/r.

Thus the resulting potential is V=Q/r-2Q/b.

I would like to learn the proper method where you have to take infinity as a reference and integrate. And then you get +C somewhere... lol Could someone please explain this? Thanks!

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# Homework Help: Finding the potential between two charged conducting shells?

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