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Geometric congruence, similarity, area, surface area, volume, introductory trigonometry; emphasis on logical reasoning skills and the solution of applied problems. T more...
01/11/2010-04/30/2010 Credits:
4.0
Prerequisite: MATH 001, 2 units of high school algebra or satisfactory performance on the mathematics FTCAP examination
Algebraic expressions; linear, absolute value equations and inequalities; lines; systems of linear equations; integral exponents; polynomials; factoring. This cou more...
01/11/2010-04/30/2010 Credits:
3.0
Prerequisite: basic arithmetic skills or satisfactory performance on the mathematics FTCAP examination
Straight lines; circles; functions and graphs; graphs of polynomial and rational functions; exponential and logarithmic functions; trigonometry; conic sections.
01/11/2010-04/30/2010 Credits:
3.0
Satisfies General Education - Quantification (GQ)
Prerequisite: MATH 021 or satisfactory performance on the mathematics FTCAP examination
Functions, graphs, derivatives, integrals, techniques of differentiation and integration, exponentials, improper integrals, applications. Students may take only one cours more...
01/11/2010-04/30/2010 Credits:
4.0
Satisfies General Education - Quantification (GQ)
Prerequisite: MATH 022 or satisfactory performance on the mathematics FTCAP examination
Functions, limits; analytic geometry; derivatives, differentials, applications; integrals, applications. Students may only take one course for credit from MATH 11 more...
Calculus, Analytic Geometry, Algebra, and Trigonometry
Review of algebra and trigonometry; analytic geometry; functions; limits; derivatives, differentials, applications; integrals, applications. Students may take only one c more...
01/11/2010-04/30/2010 Credits:
6.0
Satisfies General Education - Quantification (GQ)
Prerequisite: satisfactory performance on the mathematics FTCAP examination
Derivatives, integrals, applications; sequences and series; analytic geometry; polar coordinates. Students may take only one course for credit fromMATH 141, 141B, and more...
Derivatives, integrals, applications from biology; sequences and series; analytic geometry; polar coordinates. Students may take only one course for credit from MATH 14 more...
Calculus with Earth and Mineral Sciences Applications II
Derivatives, integrals, applications from the earth and mineral sciences; sequences and series; analytic geometry; polar coordinates. Students may take only one cours more...
Honors course in derivatives, integrals, applications; sequences and series; analytic geometry; polar coordinates. Students may take only one course for credit from MATH 14 more...
Fundamental concepts of arithmetic and geometry, including problem solving, number systems, and elementary number theory. For elementary and special education teacher c more...
Three-dimensional analytic geometry; vectors in space; partial differentiation; double and triple integrals; integral vector calculus. Students who have p more...
Honors course in analytic geometry in space; partial differentiation and applications. Students who have passed MATH 230 or MATH 230H may not schedule this cours more...
Multidimensional analytic geometry, double and triple integrals; potential fields; flux; Green's, divergence and Stokes' theorems. Students who have passed MATH 230 may more...
First- and second-order equations; special functions; Laplace transform solutions; higher order equations. Students who have passed MATH 251 may not schedule this cours more...
Honors Ordinary and Partial Differential Equations
Honors course in first- and second-order equations; special functions; Laplacetransform solutions; higher order equations; Fourier series; partial differential equati more...
Fundamental techniques of enumeration and construction of combinatorial structures, permutations, recurrences, inclusion-exclusion, permanents, 0, 1- matrices, Latin squ more...
Introduction to mathematical proofs; elementary number theory and group theory. Students who have passed CMPSC 360 may not schedule this course for credit.
An introduction to rigorous analytic proofs involving properties of real numbers, continuity, differentiation, integration, and infinite sequences and series.
Combinatorial analysis, axioms of probability, conditional probability and independence, discrete and continuous random variables, expectation, limit theorems, additiona more...
Statistical inference: principles and methods, estimation and testing hypotheses, regression and correlation analysis, analysis of variance, computer analysis. more...
01/11/2010-04/30/2010 Credits:
3.0
Prerequisite: MATH 318 or knowledge of basic probability
Review of calculus, properties of real numbers, infinite series, uniform convergence, power series. Students who have passed Math. 403 may not schedule this cours more...
Complex analytic functions, sequences and series, residues, Fourier and Laplace transforms. Students who have passed MATH 421 may not take this course for credit. more...
Orthogonal systems and Fourier series; derivation and classification of partial differential equations; eigenvalue function method and its applications; addit more...
Probability spaces, discrete and continuous random variables, transformations,expectations, generating functions, conditional distributions, law of large numbers, central li more...
Review of distribution models, probability generating functions, transforms, convolutions, Markov chains, equilibrium distributions, Poisson process, birth and death pro more...
Linear differential equations, stability of stationary solutions, ordinary bifurcation, exchange of stability, Hopf bifurcation, stability of periodic solutions, applicat more...
Fundamentals and axioms, combinatorial probability, conditional probability and independence, probability laws, random variables, expectation; Chebyshev'sinequality. Studen more...
Principles of Newtonian, Lagrangian, and Hamiltonian mechanics of particles with applications to vibrations, rotations, orbital motion, and collisions.
