University of Texas Arlington

Introductory Linear Algebra course.  Linear systems and Gaussian elimination, linear transformations and geometric connections, vector spaces and subspaces, orthogonality and least-squares approximation, determinants, eigenvalues / eigenvectors, spectral theorem, applications.

Second-semester Calculus course.  Techniques of integration, sequences and series, physical applications, parametric and polar curves.

Second-semester Calculus course.  Techniques of integration, sequences and series, physical applications, parametric and polar curves.

Survey course for non-science majors.  Fun, light on algebra.

Course in elementary number theory.  Distribution of primes, modular arithmetic and congruence problems, quadratic reciprocity, cryptography and other applications.

Course focusing on the syllabus of Exam FM with the Society of Actuaries.  Topics include interest structures and time value of money, (non-contingent) annuity structures, loans and amortization, bonds, generalized cash flows and portfolios, immunization, and swaps.

Math course for liberal arts and nursing majors.  Survey course, fun, not heavy on algebra.

Math course for liberal arts and nursing majors.  Survey course, fun, not heavy on algebra.

Second-semester calculus class.  Techniques of integration, sequences and series, applications, intro to parametric and polar curves.

Introduction to proofs and higher mathematics.  Basic logic, methods of proof (direct / contrapositive / contradiction), induction, functions, relations, etc.

Course focusing on the syllabus of Exam FM with the Society of Actuaries.  Topics include interest structures and time value of money, (non-contingent) annuity structures, loans and amortization, bonds, generalized cash flows and portfolios, immunization, and swaps.

Multivariable calculus class.  Curves, surfaces, vector fields, and how to apply integration and differentiation techniques in those settings.

Multivariable calculus class.  Curves, surfaces, vector fields, and how to apply integration and differentiation techniques in those settings.

Course in elementary number theory.  Distribution of primes, modular arithmetic and congruence problems, quadratic reciprocity, cryptography and other applications.

Second-semester Calculus course.  Techniques of Integration, volumes and physical models, parametric equations, polar coordinates, sequences and series.

This course is designed as preparation for higher level mathematics courses. Topics include the study of linear, quadratic, polynomial, rational, radical absolute value, logarithmic, and exponential functions, relations and inequalities; graphs, basic characteristics, and operations on functions; real and complex zeros of functions; graphing techniques; systems of equations and matrices. The use of mathematical software and calculators is required.

This course is designed as preparation for higher level mathematics courses. Topics include the study of linear, quadratic, polynomial, rational, radical absolute value, logarithmic, and exponential functions, relations and inequalities; graphs, basic characteristics, and operations on functions; real and complex zeros of functions; graphing techniques; systems of equations and matrices. The use of mathematical software and calculators is required.

This course covers material in a traditional algebra course together with real-world applications of mathematics. It develops problem-solving and critical thinking skills. Topics include the mathematics of dimensional analysis, mathematical logic, population growth, optimization, voting theory, number theory, graph theory, relations, functions, probability, statistics, and finance. The use of mathematical software and calculators is required.