For the magnetic field B [bee], the differential form of this law may be stated  
For a dense slab, a version of this may be applied to the gravitational field to derive Bourger gravity. For the magnetic field B [bee], the differential form of this law may be stated  [div bee is identically zero], which locally disallows the existence of magnetic monopoles. For the electric field, this law leads directly to charge conservation given Faraday's law. For 10 points, give the name that identifies two members of Maxwell's equations, one of which states that the integral of the electric field over a closed surface is proportional to the charge enclosed by that surface.
For a dense slab, a version of this may be applied to the gravitational field to derive Bourger gravity.
{Gauss’ law}