Course Syllabi

Presentations of the principles and applications of mathematics to real world situations and various trades. Topics will include basic concepts , operations with signed numbers, exponents, Metric and English systems of measurement, introduction to algebra and use of formulas as they would apply in practical situations. Applications of ratio, proportion, graphing of data, as well as fundamental concepts of geometry and trigonometry will also be discussed.

Presentations of the principles and applications of mathematics to real world welding applications. Topics will include basic concepts, operations with signed numbers, exponents, Metric and English systems of measurement, introduction to algebra and use of formulas as they would apply in practical situations. Applications of ratio, proportion, graphing of data, as well as fundamental concepts of geometry and trigonometry will also be discussed.

Logical development of the laws of algebra, factoring linear equations, simultaneous equations, functions and graphs, exponents and radicals, quadratic equations.

Principles and processes underlying current and evolving programs of mathematics instruction in elementary schools grades K-8; the system of whole numbers, integers, rational numbers, and irrationals.

Principles and processes underlying current and evolving programs of mathematics instruction in elementary schools grades K-8; geometry and measurement; statistics and probability.

Applications in statistics, probability, finance, discrete mathematics, and other selected topics of interest in management science, voting systems, and geometry.

Extension and further development of algebra, with an emphasis on functions - including linear, quadratic, rational, radical, exponential and logarithmic. Other topics include function transformations, regression analysis, inequalities, absolute values, systems of equations, matrices, sequences, and series.

Extension and further development of algebra, with an emphasis on functions - including linear, quadratic, rational, radical, exponential and logarithmic. Other topics include function trans- formations, regression analysis, inequalities, absolute values, systems of equations, matrices, sequences, and series.

A study of trigonometric functions, equations, identities, and inverse functions, and solutions of right and oblique triangles.

Development of algebra with a concentration on functions and a study of exponentials, logarithms, sequences, and series. It also includes a study of trigonometric functions and identities .

Introduction to elementary topics in differential and integral calculus.

Solving business-related problems by applying the concepts of linear programming, optimization, statistics, probability and multivariable calculus.

Introduction to analytic geometry and the differential and integral calculus of the elementary functions. Included is a study of limits, continuity, differentiation, applications of derivatives, anti-derivatives, integration, exponential, logarithmic, and trigonometric functions.

An introduction to formal proof techniques, propositional logic, set theory, relations and functions, combinatorics, elementary number theory, graph theory, algorithms, and applications.

Applications of the integral, techniques of inter- gration, parametric and polar form, convergence of series, Taylor and MacLauren series.

Study of multivariable calculus, parametric curves , partial differentiation, multiple integration, and an introduction to vector calculus.

Introduction to vector spaces, linear transfor- mations, matrices, determinants, eigenvalues and eigenvectors, and solutions of linear systems of equations.

Ordinary differential equations and their solutions that utilize conventional approaches, numerical techniques, matrix methods applied to systems of linear differential equations, and Laplace's transformation.

Introduces descriptive and inferential statistics such as graphical and quantative description of data, discrete probability distributions, continuous probability distributions, one- and multisample hypothesis tests, confidence intervals correlation, simple linear regression, and analysis of variance.

Introduction to the health information management (HIM) profession. Students will be provided with a solid foundation in the principles and applications of HIM such as the content and management of health records (electronic and paper-based), healthcare law, medical coding classification systems, healthcare statistics, financial management and quality management. Exploration of the healthcare delivery system/industry such as the environment of the healthcare system, organization structures and the various types of healthcare facilities.