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Classe GeoGebra
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Simson's line
Auteur :
Terry Tam
GeoGebra
P is a point on a circle, and ABC is an inscribed triangle. Prove that the feets of altitudes of point P on 3 sides of the triangle are collinear. (Hint: Consider PABC as a cyclic quadrilateral)
Nouvelles ressources
seo tool
Circle Passing Through 3 Points
Shells
apec
Exploring GeoGebra for the First Time
Découvrir des ressources
Problem 3
andare a capo
Reflection Lab-IanKieme
Hexagonal
Liste mit Anfügen
Another Tangent Circle
Modul 12_Bentuk Akar_Donatus Bria_SMAN 1 Atambua
Découvrir des Thèmes
Matrices
Multiplication
Continuité
Résumé Statistique
Triangles Equilatéraux