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- Isoptic abstract "In the geometry of curves, an isoptic is the set of points for which two tangents of a given curve meet at a given angle. The orthoptic is the isoptic whose given angle is a right angle.Without an invertible Gauss map, an explicit general form is impossible because of the difficulty knowing which points on the given curve pair up.".
- Isoptic thumbnail Orthoptic_locus_of_a_circle,_ellipses_and_hyperbolas.gif?width=300.
- Isoptic wikiPageExternalLink isoptic.shtml.
- Isoptic wikiPageExternalLink orthoptic.shtml.
- Isoptic wikiPageExternalLink IsopticCurve.html.
- Isoptic wikiPageExternalLink isoptic.html.
- Isoptic wikiPageID "900716".
- Isoptic wikiPageRevisionID "543825336".
- Isoptic hasPhotoCollection Isoptic.
- Isoptic subject Category:Curves.
- Isoptic type Abstraction100002137.
- Isoptic type Attribute100024264.
- Isoptic type Curve113867641.
- Isoptic type Curves.
- Isoptic type Line113863771.
- Isoptic type Shape100027807.
- Isoptic comment "In the geometry of curves, an isoptic is the set of points for which two tangents of a given curve meet at a given angle. The orthoptic is the isoptic whose given angle is a right angle.Without an invertible Gauss map, an explicit general form is impossible because of the difficulty knowing which points on the given curve pair up.".
- Isoptic label "Arco capaz".
- Isoptic label "Isoptic".
- Isoptic sameAs Arco_capaz.
- Isoptic sameAs m.03n4_m.
- Isoptic sameAs Q3782368.
- Isoptic sameAs Q3782368.
- Isoptic sameAs Isoptic.
- Isoptic wasDerivedFrom Isoptic?oldid=543825336.
- Isoptic depiction Orthoptic_locus_of_a_circle,_ellipses_and_hyperbolas.gif.
- Isoptic isPrimaryTopicOf Isoptic.