Escriviu els vostres noms:
Les [b]mitjanes [/b]d'un triangle són les rectes que obtenim quan unim cadascun dels vèrtexs amb el punt mitjà del costat oposat.[br][br]Les mitjanes d'un triangle es tallen en un punt anomenat [b]baricentre[/b].[br]
El baricentre és un punt interior o exterior del triangle?
Les [b]mediatrius [/b]d'un triangle són les rectes perpendiculars als costats del triangle que passen pel seu punt mitjà.[br]Les mediatrius d'un triangle es tallen en un punt anomenat [b]circumcentre[/b].[br]El circumcentre és el centre de la[b] circumferència circumscrita[/b] d'un triangle. El seu radi és la distància del circumcentre a qualsevol dels vèrtexs.
En un triangle rectangle, on està situat el circumcentre?
La circumferència circumscrita sempre és:
Les [b]altures [/b]d'un triangle són les rectes perpendiculars als seus costats, o la seva prolongació, traçades des del vèrtex oposat.[br]Les tres altures d'un triangle es tallen en u punt anomenat [b]ortocentre[/b].
En un triangle rectangle, on es situa l'ortocentre?
En un triangle acutangle, on es situa l'ortocentre?
En un triangle obtusangle, on es situa l'ortocentre?
Les [b]bisectrius [/b]d'un triangle són les rectes que divideixen cadascun dels seus angles en dues parts iguals.[br]Les bisectrius d'un triangle es tallen en un punt anomenat [b]incentre[/b].[br]L'incentre és el centre de la[b] circumferència inscrita [/b]d'un triangle. El seu radi és la distància de l'incentre a qualsevol dels costats.
L'incentre sempre és un punt interior del triangle.
Dibuixa un [b]triangle obtusangle[/b] i determina'n el [b]baricentre.[br][/b]Recorda:[br]-Per trobar el [b]punt mitjà [/b]d'un segment has d'utilitzar el botó següent:[br][br][img]data:image/png;base64,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[/img][br]-Per trobar el punt on es tallen dues rectes has d'utilitzar el botó [b]intersecció[br][br][img]data:image/png;base64,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[/img][/b][br]
Les [b]mitjanes [/b]d'un triangle són les rectes que obtenim quan unim cadascun dels vèrtexs amb el punt mitjà del costat oposat.[br][br]Les mitjanes d'un triangle es tallen en un punt anomenat [b]baricentre[/b].[br]