Fais bouger le curseur [color=#8e7cc3]mauve[/color] pour suivre les cinq étapes de construction.
Nous allons essayer de justifier les arguments d'Olivier dans sa vidéo.[br]On considère d'abord la figure ci-dessous où LMNO est le rectangle obtenu à l'étape n°3 en traçant des droites parallèles aux droites (BC) ou (AC).[br][br][img]data:image/png;base64,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[/img]
Expliquer pourquoi le triangle BIK est isométrique au triangle ABC.