MATH 370 Modern Geometry
This course goes beyond the Euclidean Geometry typically taught in high schools. This is a modern approach to geometry based on the systematic use of transformations. It includes a study of some advanced concepts from Euclidean Geometry and then proceeds to examine a wide variety of other geometries, including Non-Euclidean and Projective Geometry. A working knowledge of vectors, matrices, and multivariable calculus is assumed.
Note: Students whose prerequisites are not identified by the system should contact the Math and Statistics Department for an override at MATH@metrostate.edu.
Prerequisites
Special information
4 Undergraduate credits
Effective May 2, 2024 to present
Meets graduation requirements for
Learning outcomes
General
- Compare/contrast the development, axioms and/or postulates and theorems of Euclidean and Non-Euclidean geometries.
- Define and understand mathematical axiomatic systems and their properties.
- Present concepts of Euclidean geometry from a transformational viewpoint.
- Use hypotheses to draw valid conclusions and to avoid making invalid arguments.
Spring 2025
| Section | Title | Instructor | books | eservices |
|---|---|---|---|---|
| 01 | Modern Geometry | Green, Michael D | Books for MATH-370-01 Spring 2025 | Course details for MATH-370-01 Spring 2025 |