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The Reflection Triangle and the Orthocenter
Auteur :
Steve Phelps
Thème :
Géometrie
,
Orthocentre
,
Symétrie
Let triangle A'B'C' be the triangle formed by reflecting the vertices of triangle ABC in the opposite sides. Circles A'BC, B'AC, and C'AB intersect at the orthocenter H of triangle ABC.
GeoGebra
Nouvelles ressources
Graphing Basic and Compound Inequalities
Perpendicular Lines: Quick Exploration
Midpoint Theorem Questions: Mild
Linear Combination of Vectors
Angle Addition Postulate (V2) - Integer Solutions
Découvrir des ressources
Parallel Line and Angle Activities
circl
Angle Bisectors
Cross Section of a cube
Midpoint Interactive
Découvrir des Thèmes
Dérivée
Points Spéciaux
Cône
Rapports
Cercle Circonscrit