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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
函數的奇偶性
Prism Drawn in 2-Point Perspective
兩位數的位值
Visualizing the Pythagorean Identity with Sine and Cosine
montecarlo circles 5
Discover Resources
transform cube to octahedron 2
Introduction to Trigonometry Triangle Hyp 1
Square spiral - Ovidiu (RO)
Two Angles and ONE Side (Part 1)
Discover Topics
Tangent Line or Tangent
Inequalities
Stochastic Process or Random Process
Quadratic Equations
Geometric Distribution