Ozarks Technical 
Community College

This course is designed to prepare students for a first course in algebra. Topics include addition, subtraction, multiplication and division of whole numbers; integers, fractions, and decimals; percents; ratio and proportion; perimeter and area; and solve linear equations.

This course is designed for students who need further study to master adding, subtracting, multiplying and dividing fractions and decimals; percents; ratio and proportion; perimeter and area; and solving linear equations.

This course is designed for students who have had no instruction in algebra or who need a review. Students learn to solve linear and quadratic equations, to multiply and factor polynomials, to graph linear equations and to solve systems of linear equations.

This course is designed for students who need further study to master graphing linear equations, solving linear and quadratic equations, multiplying and factoring polynomials and solving systems of linear equations.

This course is designed to provide an introduction to mathematics as needed in the technical programs. Topics include operations with real numbers, right triangle trigonometry, introduction to basic algebraic operations, solving linear equations, ratio and proportion, measurement, geometry and interpreting data.

This course is designed to prepare students to apply mathematics to business situations. Topics include banking, purchasing, pricing, payroll and payroll taxes, interest, mortgages, depreciation, inventory and business statistics.

This course is an extension of basic algebra and includes rational expressions, linear equations, absolute value equations, quadratic equations, absolute value inequalities, functions, graphs, radicals, complex numbers and applications.

This course is designed to give students in technical programs a background in applied algebra and trigonometry. Topics include basic algebraic expressions, ratio and proportion, trigonometric functions, solving right and oblique triangles, linear and quadratic equations, volumes and surface areas, operations with polynomials, graphing, and number systems.

This course is a continuation of Technical Math I with technical applications from algebra, trigonometry and plane geometry. Topics include probability and statistics, integral and rational exponents, radical and rational expressions and equations, systems of equations, complex numbers and advanced geometrical concepts.

This course provides students with a basic survey of mathematics. Topics include problem solving, sets, counting methods, probability, statistics and trigonometry.

This course is a standard course in college level algebra. Topics include properties of functions; polynomial, rational, exponential, logarithmic functions and their graphs; and conic sections.

This course is a study of trigonometric function and their graphs, identities, equations and applications. Topics include vectors, complex numbers, analytic geometry of the polar plane and solution of right and oblique triangles.

This course is designed to prepare students for calculus. Topics include polynomial, rational, radical, exponential, logarithmic and trigonometric functions; analytic trigonometry; vectors; sequences and series; the Binomial Theorem; and limits.

This is the first course in a three-semester sequence. Topics include an introduction to analytic geometry, limits and continuity, the derivative and differential, the definite integral and applications.

This is the second course in a three-semester sequence. Topics include techniques of formal integration, applications of definite integration, infinite sequences and series, conic sections, parametrized curves and polar coordinates.

Students study basic concepts of statistics and probability applicable to all disciplines. Topics include distributions, measures of central tendency and dispersion, elementary probability, sampling, estimation of parameters, hypothesis testing, regression and correlation.

This course provides an introduction to techniques of mathematical reasoning and patterns of mathematical thought. Topics include logic and methods of proof, set theory, relations and functions, counting and cardinality, permutations, combinations and recursion and algebraic structures.

This course is a study of vector spaces, matrices, linear transformations, determinants, quadratic forms, eigenvalues, eigenvectors, canonical forms and inner-product spaces. Emphasis is placed on rigorous proof and the development of mathematical maturity.

This is the third course in a three-semester sequence. Topics include vector-valued functions, solid analytic geometry, partial differentiation, multiple integration and line and surface integrals in vector fields.

This is an introduction to the techniques available for the solution of ordinary differential equations. Topics include first and second order equations, systems of differential equations, Laplace transforms, series solutions, numerical methods and applications.