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Course Criteria
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3.00 Credits
Semester Hours: 3 Fall, Spring Through the use of calculators and computers, students are introduced to a variety of mathematical functions and their application as models for describing events and predicting outcomes in business, the sciences and the liberal arts. Models include sequences and the linear, polynomial, rational and exponential functions. Mathematical basics are reviewed and no prior experience with computing is assumed. Prerequisite(s)/Course Notes: At least two years of high school mathematics and Math Proficiency/Placement scores as interpreted by advisement.
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3.00 Credits
Semester Hours: 3 Periodically Combinatorics, graph theory, generating functions, recurrence relations, Ramsey theory, and applications. Prerequisite(s)/Course Notes: MATH 114. (Formerly Applied Finite Mathematics.)
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3.00 Credits
Semester Hours: 3 Periodically This course is a continuation of MATH 141. Prerequisite(s)/Course Notes: MATH 114 and MATH 141. (Formerly Applied Finite Mathematics.)
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3.00 Credits
Semester Hours: 3 Fall, Spring Systems of linear equations, row operations, Gauss Jordan reduction, matrix algebra, inversion, determinants, eigenvalues and eigenvectors, solutions of linear ODE's, algebra of the complex plane, polar representation and DeMoivre's theorem, the complex exponential and logarithmic functions, Fourier Series, the solution of the heat and wave equations by Fourier Series, Bessel functions and applications.Prerequisite(s)/Course Notes: MATH 73.
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3.00 Credits
Semester Hours: 3 Fall, Spring Analytic functions, Cauchy-Reimann equations, Cauchy's integral formula, Laurent series, theory of residue, conformal mappings, linear fractional transformations, applications to fluid flow and electric field theory, Fourier integrals, applications to the heat equation. Prerequisite(s)/Course Notes: MATH 143 or ENGG 150.
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3.00 Credits
Semester Hours: 3 Spring This course is a continuation of MATH 145. Prerequisite(s)/Course Notes: MATH 114, 135A and 145.
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3.00 Credits
Semester Hours: 3 Fall, Spring Iterative computational methods for solving numerical equations and systems using computer programs and spreadsheets. Roots of algebraic equation systems. Matrices; solutions of linear algebraic equations by matrix methods, iteration, and relaxation. Taylor's series, finite differences, numerical integration, interpolation, and extrapolation. Solution of initial and boundary value ordinary differential equations. Prerequisite(s)/Course Notes: MATH 72 and CSC 15, or ENGG 10 or equivalent programming experience. Same as ENGG 101and CSC 102.
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1.00 - 3.00 Credits
Semester Hours: 1-3 Fall Independent and advanced nature in a field of mathematics. Topics vary from year to year. Prerequisite(s)/Course Notes: Permission of department chairperson.
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1.00 - 3.00 Credits
Semester Hours: 1-3 Spring Independent and advanced nature in a field of mathematics. Topics vary from year to year. Prerequisite(s)/Course Notes: MATH 151 and permission of department chairperson.
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3.00 Credits
Semester Hours: 3 Every other year Development of mathematical ideas and symbolism. Prerequisite(s)/Course Notes: MATH 114.
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