This is accomplished using a problem-solving approach on a number of models of common static and dynamic problems. Problem solving is used throughout the course. Fall Term, Spring Term. II Half course . Geometric shapes and relationships, measurement and patterns, probability and statistics, and algebraic skills.
Problem solving is used throughout the course.
Fall Term, Spring Term. MTH 331 Foundations of Geometry Geometry and the nature of proof using the axiomatic method. Designed to provide an important learning experience both for the mathematics major who needs to acquire mathematical maturity required for more advanced mathematics courses, and for prospective teachers of geometry. MTH 152 or consent of instructor. First order differential equations, linear differential equations, Laplace transforms, power series methods, and solution of systems of differential equations.