All Courses

• Math 1320, Spring '13 (info)

  • Continuation of 1310. Applications of the integral, techniques of integration, infinite series, parametric and polar curves, double integrals.

• Math 2310, Fall '12 (info)

  • Continuation of 1320. Studies functions of several variables including lines and planes in space, differentiation of functions of several variables, maxima and minima, multiple integration, line integrals, and volume.

• Math 1320, Fall '11 (info)

  • Continuation of 1310. Applications of the integral, techniques of integration, infinite series, parametric and polar curves, double integrals.

• Math 1320, Spring '11 (info)

  • Continuation of 1310. Applications of the integral, techniques of integration, infinite series, parametric and polar curves, double integrals.

• Math 1310, Fall '10 (info)

  • Introduces calculus with emphasis on techniques and applications. Recommended for natural science majors and students planning additional work in mathematics. The differential and integral calculus for functions of a single variable is developed through the fundamental theorem of calculus.

• Math 1320, Spring '10 (info)

  • Continuation of 1310. Applications of the integral, techniques of integration, infinite series, parametric and polar curves, double integrals.

• Math 1310, Fall '09 (info)

  • Introduces calculus with emphasis on techniques and applications. Recommended for natural science majors and students planning additional work in mathematics. The differential and integral calculus for functions of a single variable is developed through the fundamental theorem of calculus.

• Math 122, Spring '09 (info)

  • A second calculus course for business, biology, and social science students. Analyzes functions of several variables, their graphs, partial derivatives and optimization; multiple integrals. Reviews basic single variable calculus and introduces differential equations and infinite series.

• Math 121, Fall '08 (info)

  • Topics include limits and continuity; differentiation and integration of algebraic and elementary transcendental functions; and applications to maximum-minimum problems, curve sketching and exponential growth.