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  • MATH 225: Calculus I

    4.00 Credits
    Bowie State University

    Prerequisite(s): MATH 126 or MATH 142 or MATH 150 equivalent transfer credit. This is the first of a two-course sequence in the study of the Calculus of one variable, concentrating on methods and applications of differentiation. Topics include: limits and continuity of real functions of one variable, differentiation and anti-differentiation of the standard elementary functions, the chain rule, Rolle's Theorem, the Mean Value Theorem, simple applications to optimization problems, graphing techniques, and an introduction to integration. Extensive use of graphing calculator/computer should be expected.
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  • MATH 226: Calculus II

    4.00 Credits
    Bowie State University

    Prerequisite(s): MATH 225 or equivalent transfer credit. This course provides the sequel to Calculus I. We concentrate on methods and applications of integration, and series summation. Topics include: various techniques of integration, including exact and approximate techniques, applications to problems involving work and solids of revolution, and an introduction to power series, including Taylor and MacLaurin series. Extensive use of graphing calculator/computer should be expected.
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  • MATH 228: Linear Algebra

    3.00 Credits
    Bowie State University

    Prerequisite(s): MATH 226. Through this course, the student learns the basic concepts of linear algebra including vector spaces, linear systems, matrices, determinants, linear transformations, eigenvectors and eigenvalues and the theory of quadratic forms. Extensive use of graphing calculator/computer should be expected.
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  • MATH 232: Multivariable Calculus

    4.00 Credits
    Bowie State University

    Prerequisite(s): MATH 226 and MATH 228. Through this course we extend the basic notions of Calculus I and Calculus II to the realm of multivariable functions. From a study of the fundamental properties of vectors in 3 credits-space, we, we progress to vector-valued functions, vector fields, partial derivatives, line integrals, surface integrals, flux integrals, and finally to the three famous theorems of Green, Stokes, and Gauss. Use of graphing calculator/computer should be expected.
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  • MATH 252: Computational Methods

    3.00 Credits
    Bowie State University

    Prerequisite(s): COSC 112 and MATH 228. The computer is used to solve problems such as solution of a single algebraic equation; numerical quadrature; matrix operations; solution of large systems of linear equations; least squares techniques. Use of graphing calculator/computer should be expected.
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  • MATH 265: Intro to Engineering Des

    3.00 Credits
    Bowie State University

    Prerequisite(s): MATH 225 or equivalent transfer credit. This course is designed to lay a strong foundation in the engineering sciences upon which the student will later develop a professional program during the upper division years. The curriculum includes instruction in basic engineering principles, lessons in team organization, evaluation of design concepts, and the use of various software packages. The student is expected to participate in a team assigned to design and develop a prototype of a product.
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  • MATH 300: Differential Equations

    3.00 Credits
    Bowie State University

    Prerequisite(s): MATH 226 and MATH 228. This course comprises an introduction to the basic concepts, theory, methods, and applications of ordinary differential equations. The course covers the following topics: elementary methods for solving first order differential equations, second order differential equations, Laplace transform method for solving higher order linear equations with constant coefficients and systems, the matrix method for solving linear systems with constant coefficients, eigenvalues and eigenvectors of matrices and their use for solving differential equations, series solutions method for solving second order linear differential equations, and numerical methods. Use of graphing calculator/computer should be expected.
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  • MATH 305: Prelude to Advanced Math

    3.00 Credits
    Bowie State University

    Prerequisite(s): MATH 226 and MATH 228. This course bridges the gap in logical precision between 200-level courses and more sophisticated courses such as abstract algebra and advanced calculus. After an excursion through the basic elements of logic and set theory, including methods of proof and disproof, the course proceeds to a rigorous treatment of the preliminary concepts of abstract algebra and real analysis. Topics include: relations, functions, groups and subgroups, Archimedean field axioms, and some fundamental results of point set topology pertaining to the real number line.
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  • MATH 310: Intro to Geometries

    3.00 Credits
    Bowie State University

    Prerequisite(s): MATH 225. This course develops the elements of Euclidean and non-Euclidean geometries through a logically systematic postulate approach. Use of graphing calculator/computer should be expected.
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