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Line 1: {{short description\|Theorem on the collinearity of three points generated from a hexagon inscribed on a conic}} [[File:Pascaltheoremgenericwithlabels.svg\|thumb\|250px\|Pascal line {{math\|''GHK''}} of self-crossing hexagon {{math\|''ABCDEF''}} inscribed in ellipse. Opposite sides of hexagon have the same color.]] [[File:THPascal.svg\|thumb\|250px\|right\|The intersections of the extended opposite sides of simple [[cyclic polygon\|cyclic]] hexagon {{math\|''ABCDEF''}} (right) lie on the Pascal line MNP (left).]]

Pascal's theorem: Difference between revisions