A student completing the Mathematics major should be able to attend graduate school or receive employment in such areas as mathematics, computing, engineering, business, economics, statistics, cartography, the physical sciences, and other fields requiring strong quantitative skills. The Mathematics major is designed also to prepare the student to teach the Mathematics courses commonly offered in middle and secondary schools. All majors are required to pass a Mathematics Department assessment examination. Mathematics courses numbered below 105 are not credited for the major. A maximum of three hours in internship may count toward the major.
Required Coursed (3-5):
MA112 Selected Topics in Calculus (3) OR MA118 Calculus and Analytic Geometry (5)
Electives in Mathematics (12-14 HOURS)
MA090 Computer-Assisted Prealgebra. 3 hours. This course is designed for students who lack the necessary arithmetic and/or algebraic skills to undertake courses in mathematics and science. This course emphasizes individualized instruction and computer-assisted learning. Concepts are divided into modules which students must master to progress in the course. Students who complete all the required modules have met the prerequisite for MA103 College Algebra (Intensive) 5 hr. course. Students are placed into the class based on University policy or by permission of the Chair. This course is noncredit bearing.
MA103 College Algebra (Intensive). 5 hours. A study of equations and inequalities, functions and graphs, and systems of equations and inequalities. This course is designed to allow students to study algebra at a slower pace. Students are placed into this class based on University policy or by permission of the Chair. (Student with an ACT Math subscore of 20 or 21, or who have successfully completed MA090 are eligible for this course)
MA103 College Algebra. 3 hours. A study of equations and inequalities, functions and graphs, and systems of equations and inequalities. Prerequisite: ACT Math subscore ≥ 22.
MA104 Analytic Geometry and Trigonometry. 3 hours. Theory and application of the trigonometric functions. Prerequisite: MA103 (or MA103I) with a C or better or ACT Math Subscore of 22 or above or by permission of Chair. Primarily for students preparing for calculus or physics. Spring.
MA105 Elementary Statistics. 3 hours. An introduction to basic statistical procedures with application to all areas. Prerequisite: ACT Math subscore ≥ 22 (or MA103, MA103I with a C or better or by permission of Chair).
MA106 Probabilities and Statistics. 3 hours. Methods for visual presentation of data, measures of central tendency, measures of variation, introduction to probability, counting methods and advanced probability, normal distribution, binomial distribution, inferential statistics and hypothesis testing, regression and correlation, and Chi-Square and F distributions. Pre-requisite: MA103 and above.
MA207 Discrete Mathematics. 3 hours. Introduction to discrete mathematics topics including counting methods, graph theory, recursion, number theory, and writing proofs using direct and indirect reasoning and induction. Prerequisite: ACT Math subscore ≥ 22, or a C or better in MA103 or MA103I or by permission of Chair. Odd-numbered Falls.
MA108 Finite Mathematics. 3 hours. Finite Mathematics is designed to introduce students to concepts of mathematics that are relevant to business and social science applications. This includes topics such as systems and equations related to matrices, linear inequalities and linear programming, basic set theory, probability, measure of central tendency and dispersion, and counting techniques, permutation, and combinations. Pre-requisite: MA 103 College Algebra.
MA112 Selected Topics in Calculus. 3 hours. An introduction to the basic concepts of calculus with business and social science applications. Prerequisite: Meet or exceed University Policy for College Algebra (3 hour course) or MA103 (or MA103I) with a C or better. Not open to students having credit in MA118 or its equivalent. Even-numbered Springs.
MA118 Calculus and Analytic Geometry I. 5 hours. The differentiation and integration of algebraic functions and transcendental functions of a single variable, and an introduction to analytic geometry. Prerequisites: ACT math subscore ≥ 22 or having passed MA103 (or MA103I) with a C or above and having passed MA104 with a grade of C or better or by permission of Chair. Students having MA112 credit receive 3 hours for this course. Fall.
MA202 Elements in Geometry. 3 hours. This course covers the general topics of Euclidean geometry. Students will become familiar with geometric terminology, principles and proofs. Emphasis is on deductive reasoning and problem solving, particularly in geometric based applications. This course is recommended for all students majoring in BSE, Middle School Certification with Concentration in Mathematics. This class does not meet the geometry requirement for mathematics majors. Prerequisite: Meet or exceed University policy for College Algebra (3 hour course); or MA103 with a grade of C or better; or by permission of the Chair.
MA209 Calculus and Analytic Geometry II. 5 hours. Applications of integration; the differentiation and integration of transcendental functions, and topics in analytic geometry. Prerequisite: MA118. Spring.
MA224 Mathematics for Elementary and Middle Grade Teachers. 4 hours. Mathematics central to a comprehensive elementary and middle school mathematics curriculum in a problem solving context. Includes the development of the real numbers as a mathematical system and an informal introduction to geometric concepts. Only Early Childhood majors may count this course for the General Education Common Core. Fall and Spring.
MA303 History of Mathematics. 3 hours. A study of the history of mathematics. Prerequisite: MA112 or MA118 or instructor's permission. Even-numbered Falls.
MA305 Statistics II. 3 hours. This is a continuation of the study of statistics that began in MA105. Topics include but are not limited to experimental design, non-parametric techniques, regression analysis, and ANOVA. Prerequisite: A grade of "C" or better in MA105. Spring.
MA308 Calculus and Analytic Geometry III. 5 hours. The calculus of several variables, solid analytic geometry, and series. Prerequisite: MA209. Fall.
MA315 Differential Equations. 3 hours. The study of ordinary differential equations using operational, transform and/or series methods, with selected applications. Prerequisite: MA308. Spring (subject to enrollment).
MA317 Modern Algebra. 4 hours. Topics from number theory, groups, rings, integral domains and fields. Prerequisite: MA209. Even-numbered Falls.
MA318 Matrices and Linear Algebra. 3 hours. Introduction to matrix algebra and vector fields, with applications. Prerequisite: MA118 or MA112. Even-numbered Springs.
MA319 College Geometry. 4 hours. The rigorous development of geometry from foundational axioms, with consideration of absolute, Euclidean, and some non-Euclidean geometry. Prerequisite: MA118 or MA112 or permission of instructor and division chair. Spring.
MA321 Introduction to Real Analysis. 3 hours. Students will study the real number system, limits, sequences, series, and convergence; completeness; limits and continuity; and selected topics from differentiation and integration theory. Prerequisites: MA118, MA209, MA308 or equivalents.
MA322 Computers in the Mathematics Classroom. 3 hours. This course is designed to prepare mathematics educators to write mathematical documents that are of publishable quality. Students will also be instructed in the use of current mathematical software that includes, but may not be limited to, Geogebra and Desmos. Prerequisites: MA118 and MA209 or equivalent, or by instructor's permission.
MA360 Special Problems. 1-5 hours.
MA480 Senior Projects (Capstone). 3 hours. A course tailored to the individual student's needs. Special projects will be designed to extend each student's area of interest. Prerequisite: Math major with Junior or Senior standing or with permission of the instructor.