Line and surface integrals, Green’s theorem, the divergence
theorem, and Stoke’s theorem. Properties of real numbers,
convergence of sequences and series, and analysis of functions of
one variable including metric topology, limits, continuity, uniform
continuity, differentiability, and Riemann integrability.
PREREQ: MAT 215 and 240, or instructor permission. OFFERED: Fall, Spring CREDIT: 3