There is a Gauss's law for gravitation, expressed as Φ = 4πG * Menclosed, which parallels the electric version. For magnetic fields, Gauss's law exists as part of Maxwell's Equations, stating that the net magnetic flux through a closed surface is zero, indicating the absence of magnetic monopoles. Magnetic field lines can intersect only at points where the field strength is zero, leading to questions about the existence of magnetic monopoles. Current theories, including those referenced in introductory physics textbooks, suggest that magnetic monopoles might exist, but none have been discovered. The inclusion of magnetic charge in Maxwell's equations introduces symmetry but creates inconsistencies with magnetic potential.