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Deargues' Theorem
Author:
Ellie Krumsieg
GeoGebra
Desargues' Theorem
This looks like a hot mess so I'll point out the pole, triangles, and collinear points. A - pole Triangles - BDC and EFG Collinear Points - H, I, J
New Resources
Function art 3D - waiting shed (v2)
What Do You See?
Pythagorean Theorem: Quick Illustrator
Parabolas, Lines and Nomograms
Right Triangle Inscribed in a Semicircle
Discover Resources
Parallel Lines
AM42EB2_LC_DEMO_CH07_012_Unit Circle
PART F
Grashof Linkage
orthogonality3
Discover Topics
Statistical Characteristics
Normal Distribution
General Quadrilateral
Root
Coordinates