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Gauss' Law question
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How do you arrive at the divergence form of Gauss' Law from the surface integral form? Also- which on is the one that you derive the other from, and what, in turn, can you derive THAT from?
Gauss divergence theorem.
change closed surface integral into volume integral ... and change the charge enclosed to volume integral of density ... equate the integrand and get the the desired result.
Usually you go this way: Coulomb's law -> Integral Gauss's law -> Local Gauss's law
I need to read into more vector calculus...
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