Non-Euclidean Geometry Help
Non-Euclidean Geometry is based on the study of non-flat curvature surfaces in contrast to Euclidean Geometry which is based on the study of plane surfaces. Riemannian Geometry which is based on curved surfaces, and Hyperbolic Geometry which is based on saddle shaped surfaces, are subsets of Non-Euclidean Geometry. Non-Euclidean Geometry differs significantly from typical geometry since its curriculum is based on curved surfaces.
We provide comprehensive Euclidean Geometry tutoring for students including the following Euclidean Geometry topics:
- Clairaut’s Formula
- Collineations
- Curvature Surfaces
- Elliptical Geometry
- Euler’s Formula
- Hibert’s System
- Hyperbolic Distance
- Hyperbolic Geometry
- Hyperbolic Polygons
- Map Projections
- Parallel Lines
- Poincare Model
- Polar Curves
- Projective Planes
- Riemannian Geometry
- Riemann Sphere
- Spheres
- Spherical Distance
- Spherical Geometry
- Synthetic Geometry
