Program Description

Mathematics is the study of numbers, structures, and associated relationships using rigorously defined literal, numerical and operational symbols. Given certain conditions about systems of numbers or other structures, mathematicians derive conclusions based on logical arguments. Basic mathematical skills enable a person to solve numerical problems encountered in daily life, and more advanced skills have numerous applications in the physical, social and life sciences.

Program Emphasis

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. Successful completion of a mathematics degree will develop competence in mathematics through differential and integral calculus, providing an adequate background for employment in many technological and scientific areas. Furthermore, it provides a firm foundation for students planning to study mathematics, engineering, economics, computer science, physical, or life sciences.


Most of these occupations require education beyond the associate degree, and some may require a graduate degree. The following list is not intended as a comprehensive list of career options in mathematics: actuary, appraiser, assessor, auditor, biometrician, budget analyst, controller, computer analyst, computer programmer, demographer, econometrician, engineering analyst, epidemiologist, financial analyst, investment analyst, management scientist, operations researcher, research mathematician, statistician, surveyor, systems analyst, teacher, technical writer, and urban planner.

Student Learning Outcomes

Math Developmental Program

Students who complete the program will be able to:

  • Provide examples of on-campus resources formath support.
  • Perform mathematical operations on variousstructures, including fractions, without the use oftechnology.
  • Translate word problems into mathematicalexpressions or equations.
  • Solve equations properly, logically and withwritten explanations.

Math Transfer Program

Students who complete the program will be able to:

  • Analyze, model, and clearly and effectivelycommunicate a solution to a math problem.
  • Apply mathematical skills to solve real-worldsituations relevant to their major.
  • Analyze functions by several means andincorporate these into the use of problem solving.
  • Apply technology to enhance mathematicalthinking and understanding and to solvemathematical problems.