Review
- Gauss's Law and Ampère's Law
- Divergence and Curl
- Divergence Theorem and Stokes' Theorem
- Curl-free and divergence-free vector fields
- Integrals to find $\AA$, the magnetic vector potential, and $\BB$, the magnetic field
- Integral (Gauss, Ampère) and Differential (Gauss, Ampère) form of Maxwell's Equations
- Boundary conditions on the electric and magnetic fields
- Relationship between potentials, fields, and sources (Electric, Magnetic)
- Electrostatic energy
- Conductors
