Circle incidence theorems
Forum Geometricorum 15 (2015), 211-228 Larry Hoehn discovered a remarkable concurrence theorem about pentagrams. Draw cicles through two consecutive vertices and the intersection points of the sides in between, Then the radical axes of each pair of consecutive circles are concurrent or parallel. In...
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Zusammenfassung: | Forum Geometricorum 15 (2015), 211-228 Larry Hoehn discovered a remarkable concurrence theorem about pentagrams.
Draw cicles through two consecutive vertices and the intersection points of the
sides in between, Then the radical axes of each pair of consecutive circles are
concurrent or parallel. In this note we prove a generalisation to n-gons. |
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DOI: | 10.48550/arxiv.1506.00810 |