• 000 and 100 Level Math Courses

    000 Level Math Courses

    MA 050, Pre-algebra

    Course champion - Bruce Ralli

    The language of mathematics, terms and symbols, the real number system, arithmetic operations on real numbers, including exponents and roots, emphasis on fractions and decimals, and evaluation of expressions. Special topics on divisibility, figurate numbers, and introduction to college algebra. Three hours per week, plus mandatory attendance with mathematics lab. This course cannot be used to satisfy graduation requirements.


    100 Level Math Courses

    MA 100, Quantitative Reasoning and Problem Solving 

     Basic mathematical concepts studied through solving problems in collaborative groups, examination of decision making and problem solving techniques, and various formats for representing quantitative information. Prerequisite: Mathematics 050 passed with a grade of "C-" or higher, if required.

    • Text: Excursions in Modern Mathematics, by Peter Tannenbaum.
    • Sample Syllabus

    MA 101, College Algebra

    The axioms and properties of the real number system; Manipulating expressions representing quantities; Functions and their representations as rules, graphs, or tabulations; Linear and polynomial functions; Zeros, factoring techniques, and graphical properties of polynomials; The logarithm and exponential; Solving systems of equations; Sequences and summations; Combinations and permutations. Calculators required for selected topics. This course cannot be used in satisfaction of the general education mathematics requirement. Prerequisite: Mathematics 050 passed with a grade of "C-" or higher, if required.


    MA 105, Mathematical Modeling in the Social Sciences

    Course champion - Dr. Richard Bastian

    Exploration and aspects of algebra, mathematical modeling, and data analysis, which are important in the social sciences. Topics include an introduction to data, the use of variables and assorted kinds of graphs to represent data, the concept of function, the problem of fitting functions to data, representing change over time, rates of change, linear functions and linear models, piecewise-linear functions, and an introduction to non-linear functions. Pedagogical methods to be used include projects using real data, computer explorations, and group work. Prerequisite: Mathematics 050 passed with a grade of "C-" or higher, if required.

    • Text: Explorations in College Algebra, by Linda Kime and Judith Clark

    MA 109, Precalculus

    The real number system, algebraic expressions, exponents, radicals, solution of equations, solutions of inequalities, functions, graphing of functions, and trigonometry. Not open to students who have successfully completed Mathematics 125. Prerequisite: Appropriate score in the mathematics placement test, or MA 101 passed with a "C-" or higher.

    • Text: Fundamentals of Precalculus, by Mark Dugopolski

    MA 115, Mathematical Modeling in the Biological Sciences

    Course champion - Dr. Joseph Coyle

    Development of an understanding of linear, exponential, logarithmic, and trigonometric functions. Introduction to linear, exponential, logarithmic, and trigonometric models of biological phenomena. Prerequisite: Mathematics 050, passed with a grade of "C-" or higher, if required.

    • Text: Functions and Change, A Modeling Approach to College Algebra, by Evans and Noell

    MA 116, Calculus for Biology

    Course champion - Dr. Betty Liu

    Introduction to calculus, from a primarily graphical perspective, through applications to biological and ecological phenomena. Topics include differentiation, integration, and differential equations. Prerequisite: Mathematics 115, passed with a grade of "C-" or higher, or placement directly into this course.

    • Text: Applied Calculus, 2nd Edition, by Hughes-Hallett et al.

    MA 117, Quantitative Analysis for Business I

    Course champion - Dr. Susan Marshall

    Linear equations and models, systems of linear equations and applications, matrices and techniques for solving systems of equations, linear programming and applications, quadratic functions and models, and exponential and logarithmic models. A computer laboratory component is incorporated. Designed for students majoring in Business Administration; other students by permission of the Mathematics Department. Prerequisite: Appropriate score in the mathematics placement test or successful completion of Mathematics 101 or 105, passed with a grade of "C-" or higher.

    • Text: Mathematical Applications, 8th Edition, by Harshbarger and Reynolds

    MA 118, Quantitative Analysis for Business II

    Functions, limits, continuity, polynomial calculus, including optimization models, anti-derivatives, area, and applications to business models; introduction to probability and statistics as applied to business models. Prerequisite: Mathematics 117, passed with a grade of "C-" or higher, or permission of the Department of Mathematics.

    • Text: Mathematical Applications, 8th Edition, by Harshbarger and Reynolds

    MA 120, Introduction to Mathematical Reasoning 

    Course champion - Dr. Bonnie Gold

    Introduction to reasoning, proof, and exposition in mathematics. Topics include Boolean logic, set theory, counting techniques, functions, mathematical induction, permutations, and the proofs of various elementary theorems. Prerequisite: Mathematics 101 passed with a grade of "C-" or higher, or placement level 3.

    • Recently Used Texts: How To Prove It, 2nd Edition, by Daniel Velleman; Chapter Zero: Fundamental Notions of Abstract Mathematics, 2nd Edition, by Carol Schumacher

     MA 125, Calculus I

    Functions, limits, continuity, and the differential and integral calculus of algebraic, trigonometric, and exponential functions. Prerequisite: Appropriate score in the mathematics placement test or Mathematics 109, passed with a grade of "C-" or higher, if required.

    • Text: Calculus, Single Variable, by Hughes-Hallet et al.

    MA 126, Calculus II

    Functions, limits, continuity, and the differential and integral calculus of algebraic, trigonometric, exponential functions. Prerequisite: Mathematics 125, passed with a grade of "C-" or higher.

    • Text: Calculus, Single Variable, by Hughes-Hallet et al.

    MA 130, Applied Discrete Mathematics

    Introduction to reasoning, proof, and exposition in mathematics. Topics include Boolean logic, set theory, counting techniques, functions, mathematical induction, permutations, and the proofs of various elementary theorems. Prerequisite: Mathematics 101 passed with a grade of "C-" or higher, or placement level 3.


    MA 151, Statistics with Applications

    Course champion - Dr. Johnny Pang

    Analysis of data, probability, random variables, normal distribution, sampling theory, confidence intervals, statistical inference. Not open to computer science majors or to students required to complete Mathematics 125 except software engineering majors. Prerequisite: Mathematics 101, 105, or 115, passed with a grade of "C-" or higher, or appropriate score on the Mathematics placement exam.

    • Text: Basic Statistics for the Health Sciences, by Kuzma and Bohnenblust