Mathematics

The pathway below represents an efficient and effective course taking sequence for this program. Individual circumstances might require some changes to this pathway. It is always recommended that you meet with an academic counselor to develop a personalized educational plan.

The courses have been intentionally placed and should be prioritized in the order in which they appear. If you are unable to take all the courses in a semester, you should prioritize enrolling in the courses in the order below. Some courses have been noted as “Appropriate for Intersession” . Should you need (or want) to take classes in the summer and/or winter intersessions, the program recommends these courses as appropriate for the condensed schedule of the intersessions.

Some pathways combine a “Certificate of Achievement” and an “Associate Degree”. If you are pursuing only the Certificate of Achievement, you are only required to take the courses marked “Program Requirement” .

All pathways include at least one “Gateway Course” which introduces you to the program and/or field of study and helps you decide if you want to continue with this Academic and Career Path.

Most Associate degrees (though not Associate Degrees for Transfer) require satisfying the SMC Global Citizenship requirement. If the Program Requirements do not include a “Global Citizenship course” , be sure to select a General Education course that also satisfies Global Citizenship.

Upon successful completion of the Santa Monica College’s AS-T in Mathematics, the student will have a strong academic foundation in the field and be prepared for upper division baccalaureate study. This coursework will satisfy most of the lower-division Mathematics requirements at many institutions at both the University of California and the California State University systems. This degree is intended for students who are interested in the theory of Mathematics and are planning to transfer to a four-year university and majoring in Mathematics, Physics, Engineering, or Computer Science.

Upon completion of the program, students will:

1. Upon completion of the program, students will demonstrate an appreciation and understanding of mathematics in order to develop creative and logical solutions to various abstract and practical problems. Furthermore, given a mathematical situation, the student will be able to critically analyze it, determine an appropriate strategy to address it, and implement the strategy to find the solution.