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Fermat-Torricelli Point + Cyclic Quad Generalizations papers + applets
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pro...@mweb.co.za
Jun 11, 2009, 9:21:44 AM6/11/09
to geometry...@moderators.isc.org
My homepage at http://mysite.mweb.co.za/residents/profmd/homepage4.html
has been updated with an article that generalizes the familiar
'opposite
supplementary angles' result of cyclic quadrilaterals, namely, "A
Unifying Generalization of Turnbull's Theorem", the usual bi-monthly
mathematical/mathematics education quote and cartoon at the bottom.
has been updated with an article that generalizes the familiar
'opposite
supplementary angles' result of cyclic quadrilaterals, namely, "A
Unifying Generalization of Turnbull's Theorem", the usual bi-monthly
mathematical/mathematics education quote and cartoon at the bottom.
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 � two of these are related to the
Turnbull
article.
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