Calculus 1:
Limits, continuity, and differentiation of functions, analysis of
functions and their graphs, applications of the derivative,
introduction to integration, fundamental theorem of calculus.
Calculus 2:
Applications of the definite integral, techniques of integration,
introduction to differential equations, infinite series, polar
coordinates, parametric equations, conic sections.
Introduction to Proofs:
Basic techniques of abstract formal reasoning in the mathematical
sciences. Topics include logic, elementary set theory, relations,
functions, proof by induction and other proof techniques.
Advanced Calculus:
A thorough development of continuity, convergence of sequences and
series of numbers, convergence of sequences and series of functions.
Mathematical Modeling:
Introduces the process of developing, analyzing and interpreting
mathematical models. Specific areas of application will depend on
student majors and/or areas of interest. Topics will be selected from
applications of mathematical and statistical methods to the biological
and physical sciences.
Math Seminar:
Advanced topics in mathematics that are not found in other course
offerings. Possible topics include topology, number theory, and problem
solving.
Good luck with finals and we'll see you all in the spring!