can we use cyclic integral to prove gauss law
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In the Gauss' Law formulation we have some field E introduced by charges Q inside some sphere, then we compute flux and integrate, and we get result Q/e0. Right. But this formulation doesn't take into account any possible outer charges, because E used in this law comes only from Q. I suppose that any outer field effects will cancel out, because flux coming from it must go through surfaces with opposite normals. But we didn't make any proof of that, as far as I have seen in Gauss' Law proofs.
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