Mathematics
Description
This degree provides students with the foundation classes to support ongoing interest in the field of mathematics. The core consists of the calculus sequence required for transfer, in which students acquire a conceptual understanding of the principles of differential and integral calculus for functions in one and several variables, as well as the ability to apply calculus techniques in a variety of applications.
Program Learning Outcomes
After completing a degree in mathematics, a student should be able to:
- Compare and contrast various mathematical models and then apply the appropriate model to real world problems
- Describe, compare and contrast various mathematical functions used in everyday language.
- Identify and utilize appropriate mathematical operations in the simplification of expressions and solutions of equations.