Pappus's hexagon theorem (Q851166)
Jump to navigation
Jump to search
theorem that, if the vertices of a hexagon lie alternately on two lines, then the three pairs of opposite sides meet in three collinear points
- pappian planes
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Pappus's hexagon theorem |
theorem that, if the vertices of a hexagon lie alternately on two lines, then the three pairs of opposite sides meet in three collinear points |
|
Statements
Identifiers
Sitelinks
Wikipedia(19 entries)
- cswiki Pappova věta
- dewiki Satz von Pappos
- enwiki Pappus's hexagon theorem
- eswiki Teorema del hexágono de Pappus
- fiwiki Pappoksen lause
- frwiki Théorème de Pappus
- huwiki Papposz-tétel
- itwiki Teorema dell'esagono di Pappo
- nlwiki Stelling van Pappos
- plwiki Twierdzenie Pappusa
- pmswiki Teorema ëd Pap
- ptwiki Teorema de Papo
- rowiki Teorema lui Pappus
- ruwiki Теорема Паппа
- svwiki Pappos' sats
- thwiki ทฤษฎีบทของปัปปุส
- ukwiki Теорема Паппа
- viwiki Định lý Pappus (6 điểm)
- zhwiki 帕普斯定理
Wikibooks(0 entries)
Wikinews(0 entries)
Wikiquote(0 entries)
Wikisource(0 entries)
Wikiversity(0 entries)
Wikivoyage(0 entries)
Wiktionary(0 entries)
Multilingual sites(1 entry)
- commonswiki Category:Pappus's theorem