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- Q3821093 subject Q5443526.
- Q3821093 subject Q6482584.
- Q3821093 abstract "In geometry, a limaçon trisectrix (called simply a trisectrix by some authors) is a member of the Limaçon family of curves which has the trisectrix, or angle trisection, property. It can be defined as locus of the point of intersection of two lines, each rotating at a uniform rate about separate points, so that the ratio of the rates of rotation is 2:3 and the lines initially coincide with the line between the two points. Thus, it is an example of a sectrix of Maclaurin.".
- Q3821093 thumbnail LimaçonTrisectrix.svg?width=300.
- Q3821093 wikiPageExternalLink trisectrix.
- Q3821093 wikiPageExternalLink curves.
- Q3821093 wikiPageExternalLink limacontrisecteur.shtml.
- Q3821093 wikiPageExternalLink trisectrix.html.
- Q3821093 wikiPageWikiLink Q1155211.
- Q3821093 wikiPageWikiLink Q161973.
- Q3821093 wikiPageWikiLink Q170181.
- Q3821093 wikiPageWikiLink Q2026937.
- Q3821093 wikiPageWikiLink Q2454131.
- Q3821093 wikiPageWikiLink Q5443526.
- Q3821093 wikiPageWikiLink Q62494.
- Q3821093 wikiPageWikiLink Q6482584.
- Q3821093 wikiPageWikiLink Q733081.
- Q3821093 wikiPageWikiLink Q733697.
- Q3821093 wikiPageWikiLink Q8087.
- Q3821093 comment "In geometry, a limaçon trisectrix (called simply a trisectrix by some authors) is a member of the Limaçon family of curves which has the trisectrix, or angle trisection, property. It can be defined as locus of the point of intersection of two lines, each rotating at a uniform rate about separate points, so that the ratio of the rates of rotation is 2:3 and the lines initially coincide with the line between the two points. Thus, it is an example of a sectrix of Maclaurin.".
- Q3821093 label "Limaçon trisectrix".
- Q3821093 depiction LimaçonTrisectrix.svg.