Isogonal Conjugate of line through Centroid

This sketch shows the isogonal conjugate of line through centroid G is the hyperbola that passes through vertices of triangle. When line is a median the conjugate is the symmedian. K is the symmedian point. P is a point on the line and P' its isogonal conjugate. Putting P at a vertex gives you the symmedian.

 

Andy Talmadge

 
Type de ressources
Activité
Balises
centroid  conjugate  geometry  isogonal  symmedian 
Tranche d'âges
14 – 18
Langue
English
 
 
Version GeoGebra
5.0
Vues
2094
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