Lisa fabrique des bracelets en perles de rocaille en suivant le modèle ci-dessous.[br][img]data:image/png;base64,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[/img][br][br]1. Combien faut-il de perles pour faire 4 étapes? 5 étapes?[br][br]2. On note n le nombre d’étapes pour fabriquer un bracelet. Exprimer en fonction de n le nombre de perles nécessaire à la fabrication d’un bracelet.[br][br]3. Avec un tableur :[br][br]Quelle formule doit-on écrire dans la cellule B2?[br][br]4. Lisa possède un pot contenant 350 perles de rocailles.[br][br]a. En combien d’étapes fera-t-elle son bracelet?[br][br]b. Pourra-t-elle utiliser toutes les perles ?