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- Hyperbolic_spiral abstract "A hyperbolic spiral is a transcendental plane curve also known as a reciprocal spiral. A hyperbolic spiral is the opposite of an Archimedean spiral and is a type of Cotes' spiral.Pierre Varignon first studied the curve in 1704. Later Johann Bernoulli and Roger Cotes worked on the curve as well.".
- Hyperbolic_spiral thumbnail Hyperspiral.svg?width=300.
- Hyperbolic_spiral wikiPageExternalLink Hyperbolic_spiral.
- Hyperbolic_spiral wikiPageID "183045".
- Hyperbolic_spiral wikiPageLength "3307".
- Hyperbolic_spiral wikiPageOutDegree "15".
- Hyperbolic_spiral wikiPageRevisionID "652014510".
- Hyperbolic_spiral wikiPageWikiLink Abscissa.
- Hyperbolic_spiral wikiPageWikiLink Archimedean_spiral.
- Hyperbolic_spiral wikiPageWikiLink Asymptote.
- Hyperbolic_spiral wikiPageWikiLink Cartesian_coordinate_system.
- Hyperbolic_spiral wikiPageWikiLink Category:Spirals.
- Hyperbolic_spiral wikiPageWikiLink Coordinate_system.
- Hyperbolic_spiral wikiPageWikiLink Coordinates_(elementary_mathematics).
- Hyperbolic_spiral wikiPageWikiLink Cotes_spiral.
- Hyperbolic_spiral wikiPageWikiLink Cotess_spiral.
- Hyperbolic_spiral wikiPageWikiLink Johann_Bernoulli.
- Hyperbolic_spiral wikiPageWikiLink Ordinate.
- Hyperbolic_spiral wikiPageWikiLink Parameter.
- Hyperbolic_spiral wikiPageWikiLink Pierre_Varignon.
- Hyperbolic_spiral wikiPageWikiLink Plane_curve.
- Hyperbolic_spiral wikiPageWikiLink Roger_Cotes.
- Hyperbolic_spiral wikiPageWikiLink Transcendental_function.
- Hyperbolic_spiral wikiPageWikiLink File:Hyperspiral.svg.
- Hyperbolic_spiral wikiPageWikiLinkText "Hyperbolic spiral".
- Hyperbolic_spiral wikiPageWikiLinkText "Reciprocal spiral".
- Hyperbolic_spiral wikiPageWikiLinkText "hyperbolic spiral".
- Hyperbolic_spiral hasPhotoCollection Hyperbolic_spiral.
- Hyperbolic_spiral wikiPageUsesTemplate Template:Reflist.
- Hyperbolic_spiral subject Category:Spirals.
- Hyperbolic_spiral hypernym Curve.
- Hyperbolic_spiral type Album.
- Hyperbolic_spiral type Article.
- Hyperbolic_spiral type Article.
- Hyperbolic_spiral comment "A hyperbolic spiral is a transcendental plane curve also known as a reciprocal spiral. A hyperbolic spiral is the opposite of an Archimedean spiral and is a type of Cotes' spiral.Pierre Varignon first studied the curve in 1704. Later Johann Bernoulli and Roger Cotes worked on the curve as well.".
- Hyperbolic_spiral label "Hyperbolic spiral".
- Hyperbolic_spiral sameAs Хиперболична_спирала.
- Hyperbolic_spiral sameAs Espiral_hiperbòlica.
- Hyperbolic_spiral sameAs Hyperbolická_spirála.
- Hyperbolic_spiral sameAs Hiperbola_spiralo.
- Hyperbolic_spiral sameAs Espiral_hiperbólica.
- Hyperbolic_spiral sameAs Hiperbolikus_spirál.
- Hyperbolic_spiral sameAs Spirale_iperbolica.
- Hyperbolic_spiral sameAs Hyperbolische_spiraal.
- Hyperbolic_spiral sameAs Hyperbolsk_spiral.
- Hyperbolic_spiral sameAs Spirala_hiperboliczna.
- Hyperbolic_spiral sameAs Espiral_hiperbólica.
- Hyperbolic_spiral sameAs m.018_p3.
- Hyperbolic_spiral sameAs Гиперболическая_спираль.
- Hyperbolic_spiral sameAs Hiperbolična_spirala.
- Hyperbolic_spiral sameAs மீவளையச்_சுருள்.
- Hyperbolic_spiral sameAs Hiperbolik_spiral.
- Hyperbolic_spiral sameAs Гіперболічна_спіраль.
- Hyperbolic_spiral sameAs Q732141.
- Hyperbolic_spiral sameAs Q732141.
- Hyperbolic_spiral sameAs 双曲螺线.
- Hyperbolic_spiral wasDerivedFrom Hyperbolic_spiral?oldid=652014510.
- Hyperbolic_spiral depiction Hyperspiral.svg.
- Hyperbolic_spiral isPrimaryTopicOf Hyperbolic_spiral.