Topics include the integral, techniques of integration, applications of the definite integral to physical problems, integration involving inverse trigonometric and hyperbolic functions, L'Hopital's rule and Taylor polynomials. Modern Geometry 3 credits This course deals with the historical evolution of geometric concepts, Euclidean and non-Euclidean geometries. Topics include inductive and deductive reasoning, postulates, symmetry, tessellations, congruence, similarity, geometries, coordinate and transformational geometry. This introductory course covers descriptive statistics and most of the fundamental concepts of inferential statistics. MT 206 Statistics II 3 credits This course introduces the concepts of Bayesian Analysis.
Statistical decision making under conditions of uncertainty is covered.
Additional topics include analysis of variance, linear correlation, linear regression, contingency tables, time series analysis involving seasonal and cyclic trends, index numbers and cross-tabulations. This is an introduction to the to the quantitative aspect of politics. It will introduce the student to subjects such as Apportionment, Fair Division, Conflict Strategies, and Voting Schemes. This course varies by semester and instructor. Topics may include topics such as using new or current technology, new or current software, and new and exciting innovations in mathematics, statistics, or mathematics education.