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- Sectrix_of_Maclaurin abstract "In geometry, a sectrix of Maclaurin is defined as the curve swept out by the point of intersection of two lines which are each revolving at constant rates about different points called poles. Equivalently, a sectrix of Maclaurin can be defined as a curve whose equation in biangular coordinates is linear. The name is derived from the trisectrix of Maclaurin (named for Colin Maclaurin), which is a prominent member of the family, and their sectrix property, which means they can be used to divide an angle into a given number of equal parts. There are special cases are also known as arachnida or araneidans because of their spider-like shape, and Plateau curves after Joseph Plateau who studied them.".
- Sectrix_of_Maclaurin thumbnail Sectrix_of_Maclaurin.gif?width=300.
- Sectrix_of_Maclaurin wikiPageExternalLink sectricedemaclaurin.shtml.
- Sectrix_of_Maclaurin wikiPageID "18635842".
- Sectrix_of_Maclaurin wikiPageLength "11713".
- Sectrix_of_Maclaurin wikiPageOutDegree "21".
- Sectrix_of_Maclaurin wikiPageRevisionID "614089864".
- Sectrix_of_Maclaurin wikiPageWikiLink Apollonian_circles.
- Sectrix_of_Maclaurin wikiPageWikiLink Biangular_coordinates.
- Sectrix_of_Maclaurin wikiPageWikiLink Cassini_oval.
- Sectrix_of_Maclaurin wikiPageWikiLink Category:Algebraic_curves.
- Sectrix_of_Maclaurin wikiPageWikiLink Category:Curves.
- Sectrix_of_Maclaurin wikiPageWikiLink Colin_Maclaurin.
- Sectrix_of_Maclaurin wikiPageWikiLink Compass-and-straightedge_construction.
- Sectrix_of_Maclaurin wikiPageWikiLink Compass_and_straightedge_constructions.
- Sectrix_of_Maclaurin wikiPageWikiLink Euclidean_algorithm.
- Sectrix_of_Maclaurin wikiPageWikiLink Geometry.
- Sectrix_of_Maclaurin wikiPageWikiLink Inverse_curve.
- Sectrix_of_Maclaurin wikiPageWikiLink Joseph_Plateau.
- Sectrix_of_Maclaurin wikiPageWikiLink Law_of_sines.
- Sectrix_of_Maclaurin wikiPageWikiLink Limaçon_trisectrix.
- Sectrix_of_Maclaurin wikiPageWikiLink Parametric_equation.
- Sectrix_of_Maclaurin wikiPageWikiLink Parametric_equations.
- Sectrix_of_Maclaurin wikiPageWikiLink Spider.
- Sectrix_of_Maclaurin wikiPageWikiLink Trisectrix.
- Sectrix_of_Maclaurin wikiPageWikiLink Trisectrix_of_Maclaurin.
- Sectrix_of_Maclaurin wikiPageWikiLink File:Sectrix_of_Maclaurin.gif.
- Sectrix_of_Maclaurin wikiPageWikiLinkText "Sectrix of Maclaurin".
- Sectrix_of_Maclaurin wikiPageWikiLinkText "sectrix of Maclaurin".
- Sectrix_of_Maclaurin hasPhotoCollection Sectrix_of_Maclaurin.
- Sectrix_of_Maclaurin title "Arachnida".
- Sectrix_of_Maclaurin title "Plateau Curves".
- Sectrix_of_Maclaurin urlname "Arachnida".
- Sectrix_of_Maclaurin urlname "PlateauCurves".
- Sectrix_of_Maclaurin wikiPageUsesTemplate Template:MathWorld.
- Sectrix_of_Maclaurin subject Category:Algebraic_curves.
- Sectrix_of_Maclaurin subject Category:Curves.
- Sectrix_of_Maclaurin type Variety.
- Sectrix_of_Maclaurin comment "In geometry, a sectrix of Maclaurin is defined as the curve swept out by the point of intersection of two lines which are each revolving at constant rates about different points called poles. Equivalently, a sectrix of Maclaurin can be defined as a curve whose equation in biangular coordinates is linear.".
- Sectrix_of_Maclaurin label "Sectrix of Maclaurin".
- Sectrix_of_Maclaurin sameAs Plateaucurve.
- Sectrix_of_Maclaurin sameAs m.04gvztr.
- Sectrix_of_Maclaurin sameAs Q2026937.
- Sectrix_of_Maclaurin sameAs Q2026937.
- Sectrix_of_Maclaurin wasDerivedFrom Sectrix_of_Maclaurin?oldid=614089864.
- Sectrix_of_Maclaurin depiction Sectrix_of_Maclaurin.gif.
- Sectrix_of_Maclaurin isPrimaryTopicOf Sectrix_of_Maclaurin.