Students who meet the regular degree requirements of the University for a major in some other program may receive a minor in mathematics by completing 18 s.h. of math courses, which must include MAT 204 and MAT 205, but may not include a course numbered below 150. Two semesters of science colloquium (NSC 300), including one presentation, must also be taken for credit.

REQUIRED MINOR CORE

Complete the following courses.

  • - Calculus I (4 s.h.)
  • - Calculus II (4 s.h.)

Complete additional mathematics courses to fulfill the 18 s.h. required for the minor. You may not include any math course below a 150. (9-10 s.h.)

  • - Nature of Mathematics (4 s.h.)
  • - Calculus for Applications (3 s.h.)
  • - Finite Math (3 s.h.)
  • - Discrete & Algorithmic Math (3 s.h.)
  • - Calculus I (4 s.h.)
  • - Calculus II (4 s.h.)
  • - Introduction to Data Science (3 s.h.)
  • - Math for Elementary Teachers I (4 s.h.)
  • - Math for Elementary Teachers II (4 s.h.)
  • - Statistics (3 s.h.)
  • - Statistics and Mathematical Functions (3 s.h.)
  • - Numerical Methods (3 s.h.)
  • - Probability and Statistics (3 s.h.)
  • - Foundations of Geometry (3 s.h.)
  • - Linear Algebra (3 s.h.)
  • - Abstract Algebra (3 s.h.)
  • - Discrete Mathematics (3 s.h.)
  • - Calculus III (4 s.h.)
  • - Differential Equations (3 s.h.)
  • - Introduction to Real Analysis (3 s.h.)
  • - Truth and Beauty: Topics in the Philosophy of Mathematics **Designated Honors Course** (3 s.h.)
  • - Special Topics in Mathematics (1-4 s.h.)
  • - Teaching High School Math (3 s.h.)
  • - Senior Seminar I (2 s.h.)
  • - Senior Seminar II (0-1 s.h.)
  • - Independent Study (1-3 s.h.)

Complete two semesters of colloquium, one presentation required.

  • - Science Colloquium (0-1 s.h.)

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