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  1. The requirements for both an Associate of Arts (A.A.) and an Associate of Science (A.S.) degree should include at least one college-level mathematics course of three semester hours or more or the quarter-hour equivalent. Such college-level mathematics courses should be above the level of the Foundation defined in Crossroads in Mathematics: Standards for Introductory College Mathematics Before Calculus(1995). These courses should build upon, but not replicate, the mathematics in the two years of high school algebra and in geometry. A college-level quantitative course offered by a department other than a mathematics department should be substituted for a mathematics course only if it is approved by the mathematics department.
  2. Regional accrediting associations should state that the general education requirements for the A.A. and A.S. degree must include college-level mathematics.
  3. Mathematics courses before calculus which are required for the A.A. and the A.S. degree should satisfy the standards outlined in Crossroads (p. x).


Mathematics is a vital part of the preparation for life, work, and on-going education. The goal of preparing students to become productive members of the workforce and society is part of the mission of postsecondary institutions offering the Associate of Arts (A.A.) or the Associate of Science (A.S.) degree.

  • Students will enter a workforce that requires analytical and technical skills, and the need for workers with these skills will increase(National Research Council,
  • The problem-solving and quantitative skills that students develop in any rigorous mathematics course are invaluable to other disciplines, such as the social, biological, and behavioral sciences which, according to the National Research Council, are enjoying the most rapid growth in mathematical applications (National Research Council, 1991b, p. 12).
  • Since public policy issues often contain a quantitative component, an informed electorate must be able to reason quantitatively.

Consequently, a standard-based, college-level mathematics course should be one of the requirements for both an A.A. and A.S. degree.


American Mathematical Association of Two-Year Colleges (AMATYC) ( 1995). Crossroads in Mathematics: Standards for Introductory College Mathematics Before Calculus. Memphis, TN: AMATYC.

American Mathematical Association of Two-Year Colleges (AMATYC) ( 1993). Guidelines For Mathematics Departments at Two- Year Colleges. Memphis, TN: AMATYC.

National Research Council (1991a). A Challenge of Numbers: People in the Mathematical Sciences. Washington, DC: National Academy Press.

National Research Council (1991 b). Moving Beyond Myths: Revitalizing Undergraduate Mathematics. Washington, DC: National Academy Press.

Mathematical Association of America (MAA) (1993). Guidelines for Programs and Departments in Undergraduate Mathematical Sciences. Washington, DC: MAA.

(November 1997)

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Beyond Newton & Leibniz: The Making of Modern Calculus

11/9/2017 » 11/12/2017
43rd Annual Conference, San Diego, CA

43rd Annual Conference
San Diego, CA
November 9-12, 2017

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