# Tucker Circles Through Homothety

Tucker hexagons are hexagons inscribed in a (base) triangle whose sides are alternately parallel to the sides of the base triangle and its orthic triangle. Tucker hexagons are always inscribable in a circle. As the applet below demonstrates, Tucker hexagons can also be obtained at the intersection of the side lines of two triangles homothetic in their common Lemoine point.

What if applet does not run? |

|Contact| |Front page| |Contents| |Geometry|

Copyright © 1996-2018 Alexander Bogomolny

67298958