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This is a first-semester course in calculus covering single-variable differential calculus. Topics include limits, continuity, differentiation, differentiation rules, as well as applications to the natural and social sciences, including optimization. Click here for a more detailed topics list.
For students enrolled in this course, please see Canvas for course materials
Department Description: This is a third-semester Calculus course in multiple variables. The topics in this course include: calculus of functions of several variables, parametric curves and surfaces; vector fields in 2- and 3-space with applications; contour plots; applications to optimization and Lagrange multipliers; multiple and iterated integrals; line integrals; gradient, divergence, curl; and Green's Theorem. Applications to physics, economics, chemistry and mathematics are included. Click here for a more detailed topics list.
For students enrolled in this course, please see Canvas for course materials.