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Course Criteria
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3.00 Credits
(3 Hrs) Study of basic geometric figures (line, angle, triangle, parallelogram, trapezoid, circle) and solids (cone, cylinder, cube, sphere) and their properties. Relationships between geometric figures: collinearity, congruency, proportionality, similarity, and symmetry. Reasoning and solving geometric problems based on "heuristic method". Fall, Spring
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3.00 Credits
(3 Hrs) Functions, graphs, limits, derivatives, and their applications. Introduction to integrals and their applications. Geometric concepts, such as area under a curve, slope, tangent. Applications in business and science. Fall Prerequisite: MATH 125 or by placement
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3.00 Credits
(3 Hrs) Continuation of the study of calculus, elementary, transcendental functions; differential equations, partial derivatives. Some analytical geometry included. Sping Prerequisite: MATH 223
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3.00 Credits
(3 Hrs) Extremely intense and practical course focused on exploring and applying basic ideas, methods and techniques of problem solving. Every class module contains a particular set of mathematical problems centered on one certain method or strategy. Spring, even Prerequisites: MATH 223 and MATH 316
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3.00 Credits
(3 Hrs) An examination of the history of world mathematics and its relationship to the intellectual disciplines as well as its social, economic, and religious context. The course will use examples from all parts of the world and from all time periods and will demonstrate methods for using the history of mathematics in the primary and secondary school classroom. Fall, even Prerequisite: Math 122 or by placement
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3.00 Credits
(3 Hrs) This course is a practical application of fundamental mathematical principles. It uses cryptology (the science of keeping secrets) as a vehicle for mastering these principles. Topics include: induction, prime number theory, modular arithmetic, probability, algebra and matrices. Along with some of the history of cryptology and its current uses, various enciphering techniques and the analysis of ciphers will be studied. Spring, odd Prerequisite: Math 125 or by placement
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3.00 Credits
(3 Hrs) Wide spectrum of math riddles, logical puzzles, and intriguing math games and tricks is considered (including magic squares, tic-tac-toe, M. Gardner's collection of math tricks and games). Hands-on math activities based on investigation and discovery are introduced. Fall, odd Prerequisite: Math 125 or by placement
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3.00 Credits
(3 Hrs) Descriptive and inferential statistics. Measures of central tendency, sampling, hypothesis testing. Use of appropriate software for correlation and regression. Applications in the social and behavioral sciences Fall, Spring, Summer Prerequisite: MATH 122 or equivalent
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3.00 Credits
(3 Hrs) The theory of real vector spaces, coordinate systems, linear dependence, bases, linear transformations, and matrix calculus, determinants and ranks as well as. Eigenfunctions. Spring, even Prerequisite: MATH 125
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3.00 Credits
(3 Hrs) Strategies for solving problems, organizing, visualizing, modeling. Development of techniques for communicating data and solutions. Use of appropriate technology, spreadsheets and graphing software. Spring, even Prerequisite: MATH 122 or equivalent
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