Geometry
Geometry
Foundations and Finite Geometries
1.1 Finite Geometries
1.2 Four Point Geometry
1.3 Five Point Geometry
1.4 Fano’s Geometry
1.5 Young’s Geometry
1.6 Searching for a Parallel Posutlate
Neutral Geometry
2.1 Congruence, Lines and Angles
2.2 Triangles
2.3 Quadrilaterals
Euclidean Geometry
3.1 Building Blocks
3.2 Parallel Lines
3.3 Area and Similarity
3.4 Right Triangles and the Pythagorean Theorem
3.5 Circles
3.6 Triangles
3.7 Cyclic Quadrilaterals
3.8 Homework
Constructions
C.1 Construction Theorems
C.2
Axioms for Euclidean Geometry
A.1 Eculid’s Elements
A.2 Hilbert’s Axioms
A.3 Birkhoff Axioms
A.4 SMSG Axioms
Dollar Sign Math for Geometry
Geometry Projects
The Gnomon
Quadrature
Regular Polygons
Cut the Knot
.ipynb
.pdf
Binder
C.2
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The content of this section is being reorganized – still under construction.
C.1 Construction Theorems
Axioms for Euclidean Geometry
