Vector Calculus

MATH 202 presents the tools of calculus when applied to vector valued functions. The mathematics of vectors are introduced and applied to describing lines, planes, cylinders and surfaces. The calculus used to analyze vector fields is then introduced, including classification as a conservative field; the formulation and calculation of line integrals and flux through a surface; Green’s theorem, the calculation of the curl and divergence; Stokes’ theorem and the Divergence theorem.