A simple proof of Pascal's hexagon theorem

J. IJzeren, van

doi:10.2307/2324214

A simple proof of Pascal's hexagon theorem

J. IJzeren, van

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Abstract

If the vertices of a hexagon lie on a circle and the three pairs of opposite sides intersect, then the three points of intersection are collinear.

Original language	English
Pages (from-to)	930-931
Number of pages	2
Journal	American Mathematical Monthly
Volume	100
Issue number	10
DOIs	https://doi.org/10.2307/2324214
Publication status	Published - 1993

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title = "A simple proof of Pascal's hexagon theorem",

abstract = "If the vertices of a hexagon lie on a circle and the three pairs of opposite sides intersect, then the three points of intersection are collinear.",

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journal = "American Mathematical Monthly",

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DO - 10.2307/2324214

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EP - 931

JO - American Mathematical Monthly

JF - American Mathematical Monthly

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A simple proof of Pascal's hexagon theorem

Abstract

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