This course is a study in Euclidean, as well as other types of, geometry. It covers areas such as transformational geometry, topology, polygonal and polyhedral objects, fractals, and the historical basis of geometry. Translate, reflect, and rotate geometric figures.
Design objects that tessellate.
Construct various topological objects. Examine the relationship between Platonic and Archimedean solids. Duplicate historical proofs in geometry. Experiments in Topology 2. Transformational Geometry 3.