Mathematics is the study of numbers, structures, and associated relationships using rigorously defined literal, numerical, and operations symbols. The mathematics curriculum includes courses that range from basic skills through differential equations. The basic skills and associate degree level courses provide students with the mathematical preparation necessary for study in other disciplines, as well as for degree and transfer requirements. Upon successful completion of this curriculum students may earn a mathematics degree and will have developed competence in mathematics through differential and integral calculus, providing an adequate background for employment in many technological and scientific areas as well as providing a firm foundation for students planning advanced study in mathematics, engineering, or physical sciences.
Student Learning Outcomes
Students who complete the Mathematics program will be able to:
- Apply mathematical skills to achieve academic and professional goals.
- Apply critical thinking in problem solving.
- Demonstrate sufficient mathematical knowledge for further academic study in mathematics or related disciplines.
- Analyze and solve mathematical problems in everyday life.
Common university majors related to the field of mathematics include:
- Applied Mathematics
- Cognitive Science
Students who plan to transfer to a four-year college or university in this discipline should consult with a counselor or visit the Transfer Center to determine the appropriate major preparation courses for their specific transfer institution and major. More information on transfer programs and procedures is available in the Transfer Guide section of the catalog.