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Course Criteria
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4.00 Credits
Brief review of algebra and trigonometry. Limits. Continuity of algebraic and trigonometric functions. The derivative and its applications. Integration of algebraic and trigonometric functions. Offered every fall. (P: MATH 141 or satisfactory placement score)
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4.00 Credits
Applications of integration, techniques of integration, improper integrals, L'Hospital's rule, polar coordinates, infinite series,Taylor series. Offered every spring. (P: MATH 181)
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4.00 Credits
Descriptive statistics including tables, graphs, measures of centrality and dispersion, percentiles and z-scores. Elementary probability including discrete and continuous random variables and the binomial and normal distributions. Inferential statistics including point and interval estimation, parametric tests of hypotheses, simple linear regression and correlation, and some non-parametric tests such as chi-square and sign tests. Lab work with a statistical computer program. Offered every term. (P: MATH 107 or satisfactory placement score)
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3.00 Credits
Algebra of sets, relations, functions, algorithms, graphs, trees, posets, lattices, and Boolean algebras. Emphasis on applications to computer science. Offered every fall. (P: MATH 107 or satisfactory placement score)
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4.00 Credits
Multivariable calculus. Vector algebra, vector geometry, vector functions, calculus on curves, partial differentiation and applications, directional derivatives, multiple integration, derivatives of vector fields, line integrals, surface integrals. Offered every fall. (P: MATH 182)
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4.00 Credits
Vector spaces in the geometric and abstract settings; linear transformations and matrices; determinants; eigenvalues and eigenvectors; systems of linear equations, complex numbers, linear programming and other applications. Offered every spring. (P: MATH 182)
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4.00 Credits
First order equations; linear equations with constant coefficients; systems of linear first order equations with constant coefficients; laplace transforms; power series solutions; modeling; use of a word processing equation writer. Offered every spring. (P: MATH 281) (WIC)
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3.00 Credits
Re-examination of the Euclidean axioms; Hilbert's axioms; fundamentals of projective geometry; brief introductions to several other non-Euclidean geometries. Offered fall of odd-numbered years. (P: MATH 182) (WIC)
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3.00 Credits
Basic properties of the integers, groups, rings, fields, polynomials. Offered in fall of even-numbered years. (P: MATH 291)
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4.00 Credits
The course covers compound interest theory and its applications to valuation of monetary deposits and bonds; applications to annuities both with and without mortality considerations. Techniques are applied to real-life situations: fixed return investments, bond prices, etc. Offered fall of odd-numbered years. (P: MATH 182)
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