Mathematics

MTH 02 (1-5 CR)
Basic Arithmetic

Prerequisite: a placement recommendation for MTH 02.

Covers arithmetic principles and computations. Develops the mathematical proficiency necessary for selected curriculum entrance. Credits not applicable toward graduation. Variable hours per week.

MTH 03 (1-5 CR)
Basic Algebra I

Prerequisites: a placement recommendation for MTH 03 and Arithmetic or equivalent.

Develops mathematical proficiency necessary for selected curriculum entrance. Credits not applicable toward graduation. Variable hours per week.

MTH 04 (1-5 CR)
Basic Algebra II

Prerequisites: a placement recommendation for MTH 04 and Algebra I or equivalent.

Develops the mathematical proficiency in intermediate algebra necessary for selected curriculum entrance. Credits not applicable toward graduation. Variable hours per week.

MTH 103-104 (3 CR) (3 CR)
Applied Technical Mathematics I-II

Must be taken in sequence.

Prerequisites: a placement recommendation for MTH 103 and one unit of high school mathematics or equivalent.

Presents a review of arithmetic, elements of algebra, geometry, and trigonometry. Directs applications to specialty areas. Lecture 3 hours per week.

MTH 141-142 (3 CR) (3 CR)
Business Mathematics I-II

Must be taken in sequence. Prerequisites: a placement recommendation for MTH 141 and one unit of high school mathematics or equivalent.

Provides instruction, review, and drill in percentage, cash and trade discounts, mark-up, payroll, sales, property and other taxes, simple and compound interest, bank discounts, loans, investments, and annuities. Lecture 3 hours per week.

MTH 151 (3 CR)
Mathematics for the Liberal Arts I

Prerequisites: a placement recommendation for MTH 151 and algebra I, algebra II and geometry or equivalent.

Presents topics in sets, logic, numeration systems, geometric systems, and elementary computer concepts. Lecture 3 hours per week.

MTH 157 (3 CR)
Elementary Statistics

Prerequisites: a placement recommendation for MTH 157 and algebra I, algebra II and geometry.

Presents elementary statistical methods and concepts including descriptive statistics, estimation, hypothesis testing, linear regression, and categorical data analysis. (Students may not receive credit toward graduation in any program of study for both MTH 157 and BUS 221). Lecture 3 hours per week.

MTH 163 (3 CR)
Precalculus I

Prerequisites: a placement recommendation for MTH 163 and algebra I, algebra II, and geometry or equivalent.

Presents college algebra, matrices, and algebraic, exponential, and logarithmic functions. (Credit will not be awarded for both MTH 163 and MTH 166). Lecture 3 hours per week.

MTH 164 (3 CR)
Precalculus II

Prerequisite: MTH 163 or equivalent.

Presents trigonometry, analytic geometry, and sequences and series. (Credit will not be awarded for both MTH 164 and MTH 168). Lecture 3 hours per week.

MTH 166 (4-5 CR)
Precalculus with Trigonometry

Prerequisite: a placement recommendation for MTH 163.

Presents college algebra, analytic geometry, trigonometry, and algebraic exponential, and logarithmic functions. (Credit will not be awarded for both MTH 163 and MTH 166.) Lecture 4-5 hours per week.

MTH 173 (5 CR)
Calculus with Analytic Geometry I

Prerequisites: a placement recommendation for MTH 173, or SAT quantitative score of 520 or higher, or completion of MTH 163-164, and four units of high school mathematics including algebra I, algebra II, geometry and trigonometry or equivalent.

Presents analytic geometry and the calculus of algebraic and transcendental functions including the study of limits, derivatives, differentials, and introduction to integration along with their applications. Designed for mathematical, physical and engineering science programs. Lecture 5 hours per week.

MTH 174 (5 CR)
Calculus with Analytic Geometry II

Prerequisite: MTH 173 or equivalent.

Continues the study of analytic geometry and the calculus of algebraic and transcendental functions including rectangular, polar, and parametric graphing, indefinite and definite integrals, methods of integration, and power series along with applications. Designed for mathematical, physical, and engineering science programs. Lecture 4-5 hours per week.

MTH 250 (3 CR)
College Geometry

Prerequisite: a placement recommendation for MTH 250 and MTH 174 or equivalent.

Presents topics in Euclidean and non-Euclidean geometries chosen to prepare individuals for teaching geometry at the high school level. Studies Euclid’s geometry and its limitations, axiomatic systems, techniques of proof, and Hilbert’s geometry, including the parallel postulates for Euclidean, hyperbolic, and elliptic geometries. Lecture 3 hours per week.

MTH 270 (3 CR)
Applied Calculus

Prerequisite: MTH 163 or MTH 166 or equivalent.

Introduces limits, continuity, differentiation and integration of algebraic and transcendental functions, techniques of integration, and partial differentiation. (Credit will not be awarded for both MTH 270 and MTH 271). Lecture 3 hours per week.

MTH 277 (4 CR)
Vector Calculus

Prerequisite: MH 174 or equivalent

Presents vector valued functions, partial derivatives, multiple integrals, and topics from the calculus of vectors. Designed for mathematical, physical, and engineering science programs. Lecture 4 hours per week.

MTH 279 (4 CR)
Ordinary Differential Equations

Prerequisite: MTH 174 or equivalent

Introduces ordinary differential equations. Includes first order of differential equations, second and higher order ordinary differential equations with application. Designed for mathematical, physical, and engineering science programs. Lecture 4 hours per week.

MTH 285 (3 CR)
Linear Algebra

Prerequisite: MTH 174 or equivalent

Covers matrices, linear spaces, determinants, solutions of systems of linear equations, bases and dimensions, eigen values, and eigen vectors. Designed for mathematical, physical, and engineering science programs. Lecture 3 hours per week.

MTH 287 (3 CR)
Mathematical Structures

Prerequisite: MTH 166 or equivalent.

Presents topics in mathematical structures of value to students majoring in Computer Science or other disciplines requiring programming skills. Covers logic, set theory, number theory, combinatorics, functions, relations, and graph theory. Lecture 3 hours per week.