Différences
Ci-dessous, les différences entre deux révisions de la page.
Les deux révisions précédentesRévision précédenteProchaine révision | Révision précédente |
5eme:2023-2024:27_11_23 [2023/11/27 22:06] – [1. Correction des exercices] physix | 5eme:2023-2024:27_11_23 [2023/11/27 22:23] (Version actuelle) – physix |
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===== 1. Correction des exercices ===== | ===== 1. Correction des exercices ===== |
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Ex 13 p 151 | <WRAP center round info 90%> |
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