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Fermat-Torricelli Point + Cyclic Quad Generalizations
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Michael de Villiers
Jun 11, 2009, 9:21:31 AM6/11/09
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My dynamic geometry sketches Link at
http://math.kennesaw.edu/~mdevilli/JavaGSPLinks.htm
has been updated with 'Fermat-Torricelli Point Generalizations' and
'Para-Hexagon Concurrency Theorem', and three new investigations under
the link Student Explorations – one of these generalizes the familiar 'opposite supplementary angles' result of (convex) cyclic quadrilaterals to (convex) cyclic hexagons (and left to the reader to generalize further).
http://math.kennesaw.edu/~mdevilli/JavaGSPLinks.htm
has been updated with 'Fermat-Torricelli Point Generalizations' and
'Para-Hexagon Concurrency Theorem', and three new investigations under
the link Student Explorations – one of these generalizes the familiar 'opposite supplementary angles' result of (convex) cyclic quadrilaterals to (convex) cyclic hexagons (and left to the reader to generalize further).
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