| MATH 0100 | MATH 0300 Review | |
| MATH 0101 | MATH 0301 Review | |
| MATH 0114 | MATH 0314 Review | |
| MATH 0132 | MATH 0332 Review | |
| MATH 0142 | MATH 0342 Review | |
| MATH 0200 | BASE Math Skills | |
| MATH 0300 | Introductory Algebra | |
| MATH 0301 | Intermediate Algebra | |
| MATH 0314 | Intro College Algebra | |
| MATH 0332 | Intro Contemporary Math | |
| MATH 0342 | Intro Statistical Methods | |
| MATH 1314 | College Algebra | In-depth study and applications of polynomial, rational, radical, exponential and logarithmic functions and systems of equations using matrices. Additional topics such as sequences, series, probability, and conics may be included. |
| MATH 1316 | Plane Trigonometry | In-depth study and application of trigonometry including definitions, identities, inverse functions, solutions of equations, graphing, and solving triangles. Additional topics such as vectors, polar coordinates and parametric equations may be included. Prerequisite: Math 1314 or consent of instructor. |
| MATH 1332 | Contemporary Mathematics | This course is an introduction to a selection of college-level math topics. This course typically covers topics selected from the following: problem-solving, counting, the real number system, sets, geometry, solutions of linear and quadratic equations, elementary probability, financial math, the mathematics of voting, and fair division. |
| MATH 1342 | Elementary Stat Methods | Collection, analysis, presentation and interpretation of data, and probability. Analysis includes descriptive statistics, correlation and regression, confidence intervals and hypothesis-testing. Use of appropriate technology is recommended. |
| MATH 2310 | Foundations Elementary Math I | |
| MATH 2311 | Foundations Elementary Math II | |
| MATH 2318 | Linear Algebra | Introduces and provides models for application of the concepts of vector algebra. Topics include finite-dimensional vector spaces and their geometric significance; representing and solving systems of linear equations using multiple methods, including Gaussian elimination and matrix inversion; matrices; determinants; linear transformations; quadratic forms; eigenvalues and eigenvectors; and applications in science and engineering. Prerequisite: MATH 1316. |
| MATH 2413 | Calculus I | |
| MATH 2414 | Calculus II | |
| MATH 3301 | Geometry | |
| MATH 3303 | Graph Theory | |
| MATH 3303 | Ind Studies: Geometry | |
| MATH 3306 | Math Models in Ecology | |
| MATH 3320 | Differential Equations | |
| MATH 3330 | Number Theory & Cryptography | |
| MATH 3340 | Foundations Of Higher Math | A transition course to higher mathematics. Students learn how to organize and structure their mathematical thoughts, how to read and manipulate abstract definitions, and how to prove or refute proofs by effectively evaluating them. Topics such as propositional logic, set theory, and techniques of proving will be the basis for discussions on functions, sequences, relations, limits, cardinality, divisibility, the real numbers and complex numbers. Offered fall and spring when needed. Prerequisite: Math 2414 |
| MATH 3350 | History of Mathematics | |
| MATH 3415 | Calculus III | |
| MATH 4303 | Analysis 1 | |
| MATH 4303 | McNair Research | |
| MATH 4320 | Analysis I | |
| MATH 4330 | Modern Algebra I | |
| MATH 4340 | Mathematical Statistics | |
| MATH 4360 | Complex Variables I | |
| MATH 4390 | Senior Project | |
| MATH 5301 | History of Mathematics | |
| MATH 5301 | Number Theory & Crypt | |
| MATH 5301 | Number Theory & Cryptograhpy | |
| MATH 5302 | Geometry for Educators | |
| MATH B100 | BASE Math Review |
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