Net charge of a spherical capacitor

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In a hollow spherical capacitor with an inner shell negatively charged at 1 Coulomb and an outer shell positively charged at 1 Coulomb, the net charge of the entire assembly is zero. This is because the charges on the inner and outer shells cancel each other out. The insulation between the shells prevents any charge from leaking, maintaining the overall charge balance. Therefore, the net charge is not equal to the charge on the outer shell alone. The total charge remains neutral at zero.
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Suppose we have a hollow spherical shell made of a conducting metal, inside a slightly larger hollow spherical shell made of the same conducting metal. The shells are separated by a layer of insulation, so that the assembly is basically a spherical, hollow capacitor. If I cause the inner shell to have a negative charge of, say, 1 Coulomb, and the outer shell to have a positive charge of 1 Coulomb, what is the net charge on the assembly? Is it zero or is it equal to the charge on the outer shell?
 
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The net charge is the sum of all charges of the setup.
 
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