3 lectures, 1 recitation per week. Problem Solving with Real Numbers. (Course is meant primarily for Elementary or Special Education majors). Three hours lecture. Mathematics is an excellent choice for anyone hoping to meet the demand for mathematics graduates in the job market, which values numeracy, ability in abstract reasoning and the skill to turn ideas into methods. The nature of mathematics; introductory logic; structure and development of the real number system. Three hours lecture. (Prerequisite: MA 8643). Honors section available through invitation. Emphasizes use of calculator, cooperative learning. Refi nement of specialized writing skills needed for effective mathematical communication. Equations of Fredholm type: symmetric kernels; Hilbert-Schmidt theory; singular integral equations; applications; selected topics. Algebra, analytic geometry, exponentials, logarithms, trigonometry, complex numbers, beyond usual coverage found in three-year high school mathematics program. Prerequisite: 3 ½ years high school math or C- in Math 1031 or Math 1051 or placement exam. 4 credits. Three hours lecture. Calculus involving transcendental functions, polar coordinates. Use of SAS. MA 4213. MA 8333. Informal Geometry and Measurement. For most recently posted information about course instructor and classroom location, please use the term links in the sidebar on the left side of this page. MA 8343. Sequences/series, vector functions, differentiation in multivariable calculus. Prerequisite: 3 years high school math or C- in GC 0731 or placement exam. Anti-derivatives, the definite integral, applications of the definite integral, functions of two or more variables, partial derivatives, maxima and minima, applications. (Prerequisite: MA 2743 or co-registration in MA 2743). Algebra, analytic geometry explored in greater depth than is usually done in three years of high school mathematics. Three hours lecture. Three hours lecture. Complex numbers: functions of a complex variable; continuity; differentiation and integration of complex functions; transformations in the complex plane. (3). Numerical solution of equations; error analysis; finite difference methods; numerical differentiation and integration; series expansions; difference equations; numerical solution of differential equations. Developmental Mathematics. (3). One hour lecture. Probability, law of large numbers, central limit theorem, sampling distributions, confidence intervals, hypothesis testing, linear regression, random processes, correlation functions, frequency and time domain analysis. Theory and application of linear programming; simplex algorithm, revised simplex algorithm, duality and sensitivity analysis, transportation and assignment problem algorithms, integer and goal programming. Senior Seminar in Mathematics. Three hours lecture. MA 9633. (Prerequisites: MA 3113). (3). (Prerequisites: MA 3163 and MA 3253 and MA 4633). Three hours lecture. Overiew: Linear and quadratic equations and inequalities; graphs of equations, including lines, circles, parabolas; composition, inverses of functions; transformations of graphs; linear and quadratic models; polynomials; exponentials, logarithms; counting; probability. Access all college-level math lessons: In addition to general college math courses, we have more specialized math courses in algebra, calculus, statistics and contemporary math, to name a few. MA 1463. To prepare for the College Mathematics exam, it is advisable to study one or more introductory college-level mathematics textbooks, which can be found in most college bookstores or online. Applied Complex Variables. *Courses numbered MA 8273, 8283, 8293 and 8313 have as prerequisites at least one of the courses MA 4633/6633, MA 4153/6153, 4753/6753. Three hours lecture. MA 4533/6533. Defi nition of a topological space, metric space, continuity in metric spaces and topological spaces; sequences; accumulation points. (Prerequisite: MA 2733 or co-registration in MA 2733). Three hours lecture. (Prerequisite: Grade of C or better in MA 1713). Honors section available through invitation. Two hours lecture. Three hours lecture. (Prerequisite: MA 8333 and consent of instructor). (3). Emphasizes concepts/explorations. Calculus involving transcendental functions, polar coordinates, Taylor polynomials, vectors/curves in space, cylindrical/spherical coordinates. (3). Continuation of topics introduced in MA 8663. (Prerequisite: MA 2743. Emphasizes use of calculators, cooperative learning. ), (Prerequisites: MA 4243/6243 and MA 3113). (Prerequisite: MA 4633/6633 or equivalent). (3). Three hours lecture. Foundations of Applied Mathematics II. MA 1423. 4.0 cr; Prereq: 4 yrs high school math including trig or placement test or grade of at least C- in 1151 or 1155; Differential calculus of functions of a single variable. Three hours lecture. Basic concepts, graphs, and matrices, algebraic graph theory, planarity and nonplanarity, Hamiltonian graphs, digraphs, network fl ows, and applications. Sets, relations, functions, combinatorics, review of group and ring theory, Burnside’s theorem, Polya’s counting theory, group codes, fi nite fi elds, cyclic codes, and error-correcting codes.