10 Résultats trouvés pour "Fichier:Triangle.Circumcenter.svg".

Fichier:Triangle.Circumcenter.svg

DescriptionTriangle.Circumcenter.svg English: Circumcenter of a triangle. This is a vector graphic version of Triangle.Corcumcenter.png by Herbee which...


Fichier:Obtuse triangle circumcenter.svg

DescriptionObtuse triangle circumcenter.svg Ελληνικά: Περιγεγραμμένος κύκλος αμβλυγώνιου τριγώνου. Το περίκεντρο βρίσκεται εξωτερικά του τριγώνου. Date...


Fichier:Triangle.Circumcenter.withLetter.svg

DescriptionTriangle.Circumcenter.withLetter.svg 中文(繁體):三角形的外心 Date 13 October 2016 Source Own work Author 丁志仁 SVG development InfoField   The SVG code is...


Fichier:Right triangle circumcenter.svg

DescriptionRight triangle circumcenter.svg Ελληνικά: Περιγεγραμμένος κύκλος ορθογωνίου τριγώνου. Date 28/07/23 Source Own work Author Dimitris131...


Fichier:Triangle cerclecirconscrit.png

following user names refer to fr.wikipedia. 2005-12-13 13:14 Alcandre 400×249×??? (21336 bytes) Médiatrice et cercle circonscrit d'un triangle. English...


Fichier:Triangle.Circumcenter.png

File:Triangle.Circumcenter.svg is a vector version of this file. It should be used in place of this PNG file when not inferior. File:Triangle.Circumcenter...


Fichier:Fuhrmann triangle2.svg

vector image was created with GeoGebra. English Fuhrmann triangle relation to incenter and circumcenter author name string: Kmhkmh Wikimedia username: Kmhkmh...


Fichier:Triangle circumcenter alternate construction.svg

Alternate method to determine the center of a circumscribed circle around a triangle. author name string: Mliu92 Wikimedia username: Mliu92 URL: https://commons...


Fichier:Triangle circumcenter alternate construction obtuse.svg

Alternate method to determine the center of a circumscribed circle around a triangle. Special case where selected vertex angle is obtuse. author name string:...


Fichier:Euler line el.svg

English The orthocenter H, the centroid G and the circumcenter O belong to Euler's line. Greek Το ορθόκεντρο H, το βαρύκεντρο G και το περίκεντρο Ο ανήκουν...