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- Trident_curve abstract "In mathematics, a trident curve (also trident of Newton or parabola of Descartes) is any member of the family of curves that have the formula:Trident curves are cubic plane curves with an ordinary double point in the real projective plane at x = 0, y = 1, z = 0; if we substitute x = x/z and y = 1/z into the equation of the trident curve, we getwhich has an ordinary double point at the origin. Trident curves are therefore rational plane algebraic curves of genus zero.".
- Trident_curve thumbnail Trid1111.jpg?width=300.
- Trident_curve wikiPageID "2738090".
- Trident_curve wikiPageRevisionID "541706521".
- Trident_curve class "Curves".
- Trident_curve hasPhotoCollection Trident_curve.
- Trident_curve id "Trident".
- Trident_curve title "Trident of Newton".
- Trident_curve subject Category:Algebraic_curves.
- Trident_curve type Abstraction100002137.
- Trident_curve type AlgebraicCurves.
- Trident_curve type Attribute100024264.
- Trident_curve type Curve113867641.
- Trident_curve type Line113863771.
- Trident_curve type Shape100027807.
- Trident_curve comment "In mathematics, a trident curve (also trident of Newton or parabola of Descartes) is any member of the family of curves that have the formula:Trident curves are cubic plane curves with an ordinary double point in the real projective plane at x = 0, y = 1, z = 0; if we substitute x = x/z and y = 1/z into the equation of the trident curve, we getwhich has an ordinary double point at the origin. Trident curves are therefore rational plane algebraic curves of genus zero.".
- Trident_curve label "Trident curve".
- Trident_curve label "Trident de Newton".
- Trident_curve sameAs Trident_de_Newton.
- Trident_curve sameAs m.080182.
- Trident_curve sameAs Q3539099.
- Trident_curve sameAs Q3539099.
- Trident_curve sameAs Trident_curve.
- Trident_curve wasDerivedFrom Trident_curve?oldid=541706521.
- Trident_curve depiction Trid1111.jpg.
- Trident_curve isPrimaryTopicOf Trident_curve.
