Course Descriptions

Math 038 (3 credits)

Course Title: Math 098 Support

A support course that is designed to be taken concurrently with Math 098 to improve student success in the classroom. Topics to be covered are those prerequisite skills necessary to learn the content of MATH 098, such as arithmetic with real numbers, order of operations, algebraic expressions, slope-intercept form of a linear equation, solving equations, graphing, exponents and radicals and skills for academic success.

Math 041 (3 credits)

Course Title: Math 141 Support

Math 041 is a support course that is designed to be taken concurrently with Math& 141 to improve student success in the classroom. Topics to be covered are those prerequisite skills for needed to learn the content of MATH& 141, such as order of operations, algebraic expressions, solving equations and inequalities, graphing, functions, using graphing calculators, and skills for academic success. This course also provides on-going support for the MATH& 141 course topics.

Math 046 (3 credits)

Course Title: Math 146 Support

This is a support class that is attached to a co-requisite MATH& 146 class for students who have not met the MATH& 146 prerequisites. Topics to be covered are those prerequisite skills necessary to learn the content of MATH& 146, such as numeracy, proportional reasoning, equations/formulas, inequalities, graphs, and skills for academic success. Concurrent enrollment in the linked MATH&146 section is required.

Math 067 (3 credits)

Course Title: Math 107 and 116 Support

This is a support class that is attached to a EITHER co-requisite MATH&107 OR MATH116 class for students who have not met the prerequisites for one of those courses. Topics to be covered are those prerequisite skills necessary to learn the content of MATH&107 and MATH116, such as numeracy, proportional reasoning, equations/formulas, inequalities, graphs, and skills for academic success. Concurrent enrollment in a MATH&107 or MATH116 section is required.

Math 098 (5 credits)

Course Title: Intermediate Algebra

Covers real number system, polynomial and rational expressions, exponents and radicals, first and second degree equations, linear systems of equations and graphs. Intro to functions and logarithms

Math& 107 (5 credits)

Course Title: Math in Society

Intended for non-science majors; fulfills QSR requirement for AA Degree. Topics include financial computations (e.g. loans and interest), modeling linear and exponential growth (e.g. population growth and disease spread), and basic probability and statistics (e.g. understanding data and risk), with an emphasis on applications. Other topics selected by instructor

Math 116 (5 credits)

Course Title: Applications of Math: Mngmnt, Life and Soc Sci

Explores functions and graphs as found in business and the social sciences. Students utilize linear, polynomial, exponential and logarithmic functions, solve systems of equations and inequalities, and learn applications of the growth of money

Math& 141 (5 credits)

Course Title: Precalculus I

The sequence Math& 141 and Math& 142 covers polynomial, rational, exponential and logarithmic functions; related functional and algebraic topics; topics in analytic geometry; systems of equations; trig and inverse trig functions; right triangle and oblique triangle trig; polar coordinates; vectors; and related trig applications.

Math& 142 (5 credits)

Course Title: Precalculus II

The sequence Math& 141 and Math& 142 covers polynomial, rational, exponential and logarithmic functions; related functional and algebraic topics; topics in analytic geometry; systems of equations; trig and inverse trig functions; right triangle and oblique triangle trig; polar coordinates; vectors; and related trig applications.

Math& 146 (5 credits)

Course Title: Introduction to Statistics

Covers descriptive methods, probability and probability distributions, samples, decisions, hypothesis testing and statistical inferences.

Math& 148 (5 credits)

Course Title: Business Calculus

Explores introductory topics in differential and integral calculus, with particular emphasis on understanding the principal concepts and their applications to business.

Math& 151 (5 credits)

Course Title: Calculus I

The sequence MATH&151, &152 and &163 covers limits, differential calculus and its applications, integral calculus and its applications, intro to differential equations, series including Taylor series, vector geometry in three dimensions, multivariable calculus, partial differentiation, double integrals in Cartesian and polar coordinates and applications.

Math& 152 (5 credits)

Course Title: Calculus II

The sequence MATH&151, &152 and &163 covers limits, differential calculus and its applications, integral calculus and its applications, intro to differential equations, series including Taylor series, vector geometry in three dimensions, multivariable calculus, partial differentiation, double integrals in Cartesian and polar coordinates and applications.

Math& 163 (5 credits)

Course Title: Calculus 3

The sequence MATH&151, &152 and &163 covers limits, differential calculus and its applications, integral calculus and its applications, intro to differential equations, series including Taylor series, vector geometry in three dimensions, multivariable calculus, partial differentiation, double integrals in Cartesian and polar coordinates and applications.

Math 220 (5 credits)

Course Title: Linear Algebra

Intro to linear algebra and its implications. Includes systems of linear equations, matrices, determinants, vector spaces, inner product spaces, eigenvalue problems, and similarity transformations.

Math 224 (5 credits)

Course Title: Vector Calculus

Continuation of MATH& 163. Includes vectorvalued functions, vector fields, line and surface integrals and the theorems of Green, Gauss and Stokes, vector operators and the extension of the calculus to the vectors in 2-D and 3-D space.

Math 238 (5 credits)

Course Title: Differential Equations

Covers first order differential equations, second order differential equations, their applications, and Laplace transforms. Covers the elementary theory of differential equations and the interrelationship between pure mathematics and applied mathematics.