Definitions from Wiktionary (Pappus's hexagon theorem)
▸ noun: (geometry) A theorem valid for projective planes over any field, stating that, given one set of collinear points A,B,C, and another set of collinear points a,b,c,, the intersection points X,Y,Z of line pairs Ab and aB,Ac and aC,Bc and bC are collinear, lying on the "Pappus line". These three points are the points of intersection of the "opposite" sides of the hexagon AbCaBc.
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▸ noun: (geometry) A theorem valid for projective planes over any field, stating that, given one set of collinear points A,B,C, and another set of collinear points a,b,c,, the intersection points X,Y,Z of line pairs Ab and aB,Ac and aC,Bc and bC are collinear, lying on the "Pappus line". These three points are the points of intersection of the "opposite" sides of the hexagon AbCaBc.
▸ Words similar to Pappus's hexagon theorem
▸ Usage examples for Pappus's hexagon theorem
▸ Idioms related to Pappus's hexagon theorem
▸ Wikipedia articles (New!)
▸ Words that often appear near Pappus's hexagon theorem
▸ Rhymes of Pappus's hexagon theorem
▸ Invented words related to Pappus's hexagon theorem