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Course Criteria
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2.00 Credits
Effective Jan 1, 2009 View History Description: Lab meets two hours per week. Emphasizes the use of, precalculus using an applications-based approach to discuss functions; exponential, logarithmic, trigonometric, and linear functions; data analysis; and mathematical modeling. (Offered fall and spring semesters, and summer session.) Units 1 to 2 Units Prerequisites, Corequisites, and Registration Restrictions: (Corequisites: MATH 130)
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4.00 Credits
Effective Jan 1, 2009 View History Description: Includes limits, continuity, derivatives including trigonometric functions, chain rule, curve sketching, extremum problems, implicit differentiation, related rates, Mean Value Theorem, logarithmic and trigonometric functions, introduction to integration, fundamental theorem of calculus, substitution, and applications. (Offered fall and spring semesters.) Units 4 Units Prerequisites, Corequisites, and Registration Restrictions: (Prerequisites: MATH 130)
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4.00 Credits
Effective Jan 1, 2009 View History Description: Includes the calculus of exponential and logarithmic functions, trigonometric and inverse trigonometric functions, techniques of integration, separable differential equations, Taylor polynomials, L'Hopital's rule, improper integrals, series, and introduction to partial derivatives. (Offered fall and spring semesters.) Units 4 Units Prerequisites, Corequisites, and Registration Restrictions: (Prerequisites: MATH 150)
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4.00 Credits
Effective Feb 18, 2008 View History Description: Includes sets and sequences, elementary logic, relations, induction, counting principles, discrete probability, Boolean algebra, logic networks, matrices, graph theory, and trees. Applies these topics to real life and branches of science, particularly computer science. (Offered fall and spring semesters.) Units 4 Units Prerequisites, Corequisites, and Registration Restrictions: (Prerequisites: MATH 130)
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1.00 - 6.00 Credits
Effective Jan 22, 2007 View History Description: Student and faculty member select topic of study and number of credits. (Offered when enrollment warrants.) Units 1 to 6 Units Prerequisites, Corequisites, and Registration Restrictions: None
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4.00 Credits
Effective Feb 18, 2008 View History Description: Vectors in three dimensions, solid analytic geometry, partial differentiation, multiple integration, differentiation under the integral sign, vector field theory. (Offered fall and spring semester.) Units 4 Units Prerequisites, Corequisites, and Registration Restrictions: (Prerequisites: MATH 151)
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4.00 Credits
Effective Feb 18, 2008 View History Description: Introduces matrices and systems of linear equations and covers topics such as determinants, vectors in two and three dimensions, vector spaces, linear transformations, and eigenvector eigenvalue decompositions. Emphasizes applications to real-world issues. Students use computing technology for the course. (Offered when enrollment warrants.) Units 4 Units Prerequisites, Corequisites, and Registration Restrictions: (Prerequisites: MATH 130)
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4.00 Credits
Effective Apr 2, 2008 View History Description: The capstone process begins in MATH 300. Students develop library research, scholarly reading, writing, and collaboration skills needed to develop, implement, and complete their capstone projects. Students develop a learning plan that integrates their Mathematics concentration, capstone interests, and personal and professional goals. Units 4 Units Prerequisites, Corequisites, and Registration Restrictions: (Prerequisites: MATH 250)
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4.00 Credits
Effective Feb 18, 2008 View History Description: Introduces Euclidean and non-Euclidean geometries as vehicles for studying axiomatic systems, for representing real world phenomena, and for visualizing mathematical ideas. Emphasizes aesthetic and practical applications of geometry and methods of proof. Students are required to do formal constructions and proofs using compass, straightedge, and computer software. (Offered when enrollment warrants.) Units 4 Units Prerequisites, Corequisites, and Registration Restrictions: (Prerequisites: MATH 308)
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4.00 Credits
Effective Feb 18, 2008 View History Description: A careful analysis of methods of proof, axiomatic systems, consistency, the elaboration of mathematical structures from a minimal set of axioms and basic principals of symbolic logic. Students gain an understanding of the nature and purpose of axiomatic systems, and the ability to prove fundamental theorems utilizing various mathematical systems. (Offered when enrollment warrants.) Units 4 Units Prerequisites, Corequisites, and Registration Restrictions: (Prerequisites: MATH 308)
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