Ci-dessous, les différences entre deux révisions de la page.
Les deux révisions précédentes Révision précédente Prochaine révision | Révision précédente |
brevet:2018_brevet_blanc_fusee_rover_lune:correction [2019/03/01 16:04] – physix | brevet:2018_brevet_blanc_fusee_rover_lune:correction [2020/07/24 03:30] (Version actuelle) – modification externe 127.0.0.1 |
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**__Deuxième partie : Étude du rover ( /6)__ ** \\ | **__Deuxième partie : Étude du rover ( /6)__ ** |
1) Compléter la chaîne énergétique ci-dessous représentant le fonctionnement du rover. | 1) Compléter la chaîne énergétique ci-dessous représentant le fonctionnement du rover. |
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