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- Inscribed_angle abstract "In geometry, an inscribed angle is formed when two secant lines of a circle (or, in a degenerate case, when one secant line and one tangent line of that circle) intersect on the circle.Typically, it is easiest to think of an inscribed angle as being defined by two chords of the circle sharing an endpoint.The basic properties of inscribed angles are discussed in Book 3, Propositions 20–22 of Euclid's Elements. These are the inscribed angle is half the central angle, inscribed angles on the same arc of a chord are equal and the sum of the two distinct inscribed angles of a chord is 180°.".
- Inscribed_angle wikiPageExternalLink inscribed.shtml.
- Inscribed_angle wikiPageExternalLink relationship-between-central-angle-and-inscribed-angle.
- Inscribed_angle wikiPageExternalLink arccentralangle.html.
- Inscribed_angle wikiPageExternalLink arccentralangletheorem.html.
- Inscribed_angle wikiPageExternalLink arcperipheralangle.html.
- Inscribed_angle wikiPageID "462730".
- Inscribed_angle wikiPageRevisionID "605513567".
- Inscribed_angle hasPhotoCollection Inscribed_angle.
- Inscribed_angle title "Inscribed Angle".
- Inscribed_angle urlname "InscribedAngle".
- Inscribed_angle subject Category:Angle.
- Inscribed_angle subject Category:Articles_containing_proofs.
- Inscribed_angle subject Category:Circles.
- Inscribed_angle subject Category:Euclidean_plane_geometry.
- Inscribed_angle type Abstraction100002137.
- Inscribed_angle type Attribute100024264.
- Inscribed_angle type Circle113873502.
- Inscribed_angle type Circles.
- Inscribed_angle type ConicSection113872975.
- Inscribed_angle type Ellipse113878306.
- Inscribed_angle type Figure113862780.
- Inscribed_angle type PlaneFigure113863186.
- Inscribed_angle type Shape100027807.
- Inscribed_angle comment "In geometry, an inscribed angle is formed when two secant lines of a circle (or, in a degenerate case, when one secant line and one tangent line of that circle) intersect on the circle.Typically, it is easiest to think of an inscribed angle as being defined by two chords of the circle sharing an endpoint.The basic properties of inscribed angles are discussed in Book 3, Propositions 20–22 of Euclid's Elements.".
- Inscribed_angle label "Inscribed angle".
- Inscribed_angle label "Kreiswinkel".
- Inscribed_angle label "Kąt wpisany".
- Inscribed_angle label "Middelpuntshoek en omtrekshoek".
- Inscribed_angle label "Théorème de l'angle inscrit et de l'angle au centre".
- Inscribed_angle label "Ángulo inscrito".
- Inscribed_angle label "Ângulo inscrito".
- Inscribed_angle label "Вписанный угол".
- Inscribed_angle label "زاوية محيطية".
- Inscribed_angle label "円周角".
- Inscribed_angle label "圆周角".
- Inscribed_angle sameAs Kreiswinkel.
- Inscribed_angle sameAs Ángulo_inscrito.
- Inscribed_angle sameAs Théorème_de_l'angle_inscrit_et_de_l'angle_au_centre.
- Inscribed_angle sameAs 円周角.
- Inscribed_angle sameAs Middelpuntshoek_en_omtrekshoek.
- Inscribed_angle sameAs Kąt_wpisany.
- Inscribed_angle sameAs Ângulo_inscrito.
- Inscribed_angle sameAs m.02chg6.
- Inscribed_angle sameAs Q915985.
- Inscribed_angle sameAs Q915985.
- Inscribed_angle sameAs Inscribed_angle.
- Inscribed_angle wasDerivedFrom Inscribed_angle?oldid=605513567.
- Inscribed_angle isPrimaryTopicOf Inscribed_angle.