From 93eee4e671f7ea8e003e7fda12abaab4cb846d41 Mon Sep 17 00:00:00 2001 From: Florian Mathieu Date: Mon, 28 Mar 2022 18:06:11 +0200 Subject: [PATCH] =?UTF-8?q?ajout=20activit=C3=A9=20Cr=C3=AApier?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- algorithmes/CREPIER.md | 101 +++++++++++++++++++++++++++++ algorithmes/assets/bravo.png | Bin 0 -> 348032 bytes algorithmes/assets/debut.png | Bin 0 -> 362783 bytes algorithmes/assets/deux.png | Bin 0 -> 369216 bytes algorithmes/assets/efficace.png | Bin 0 -> 177940 bytes algorithmes/assets/interface.png | Bin 0 -> 362238 bytes algorithmes/assets/pas_optimal.png | Bin 0 -> 178360 bytes algorithmes/assets/quatre.png | Bin 0 -> 367653 bytes algorithmes/assets/six.png | Bin 0 -> 367496 bytes algorithmes/assets/étape_1.png | Bin 0 -> 368055 bytes algorithmes/assets/étape_2.png | Bin 0 -> 362283 bytes algorithmes/assets/étape_3.png | Bin 0 -> 366885 bytes algorithmes/assets/étape_4.png | Bin 0 -> 367329 bytes 13 files changed, 101 insertions(+) create mode 100644 algorithmes/CREPIER.md create mode 100644 algorithmes/assets/bravo.png create mode 100644 algorithmes/assets/debut.png create mode 100644 algorithmes/assets/deux.png create mode 100644 algorithmes/assets/efficace.png create mode 100644 algorithmes/assets/interface.png create mode 100644 algorithmes/assets/pas_optimal.png create mode 100644 algorithmes/assets/quatre.png create mode 100644 algorithmes/assets/six.png create mode 100644 algorithmes/assets/étape_1.png create mode 100644 algorithmes/assets/étape_2.png create mode 100644 algorithmes/assets/étape_3.png create mode 100644 algorithmes/assets/étape_4.png diff --git a/algorithmes/CREPIER.md b/algorithmes/CREPIER.md new file mode 100644 index 0000000..c479a97 --- /dev/null +++ b/algorithmes/CREPIER.md @@ -0,0 +1,101 @@ +## Le Crêpier psychorigide + +> Un des principaux problèmes en informatique est le tri / classement de données dans un tableau, comme nous l'avons déjà vu. +> +> Mais il existe le même genre de souci ailleurs : par exemple, en Bretagne, un de nos concitoyens a bien du mal à ranger ses crêpes... + +Jean-Michel, crêpier à Ploujean, dans le Finistère, est tout chafouin. Ses crêpes se sont mélangées et maintenant son beau stand ne ressemble plus à rien. + +Il faut aider Jean-Michel à remettre les crêpes dans le bon ordre ! + +Pour cela, il va nous falloir : + +- Télécharger le fichier [java](crepe-applet1-jnlp.jnlp) et l'exécuter. Si cela ne fonctionne pas, appeller le professeur. +- Prendre son temps et comprendre comment celà fonctionne. +- Mettre en place nos idées +- Retourner les crêpes ! + +### Interface + +![interface_base](assets/interface.png) + +Puisque nous sommes à Nice, loin de Jean-Michel, on va devoir utiliser cette interface virtuele afin de l'aide. + +Ici nous avons une pile de crêpes, dans le désordre. On peut d'ailleurs régler leur nombre, disons à six (6) pour commencer. + + + +![debut](assets/debut.png) + + + +Le but est de faire en sorte que les crêpes soient triées par ordre décroissant, de bas en haut. + +Pour cela, vous allez pouvoir selectionner les crêpes en glissant la souris dessus : plus vous descendez, plus vous en retournerez : + +Si je clique ici je ne retournerais que deux (2) crêpes : + +![deux](assets/deux.png) + +Ici, quatre (4): + +![quatre](assets/quatre.png) + +Ou carrément toute la pile : + +![six](assets/six.png) + +----------- + +### Procédure de résolution du problème + +En commençant avec six (6) crêpes, je peux donc facilement m'en sortir, voilà comment : + +- Je regarde où se situe la plus grande crêpe puis je fais en sorte de la placer tout en haut + +![étape_1](assets/étape_1.png) + +- Puis je retourne cette pile + +![étape_2](assets/étape_2.png) + +- Enfin je retourne le tout + + ![étape_3](assets/étape_3.png) + +- Et me voilà donc avec au moins une crêpe bien placée ! On considère donc la plus grande crêpe comme ***déjà triée*** puisqu'elle se situe déjà au bon emplacement. + + ![étape_4](assets/étape_4.png) + +- Maintenant, il ne me reste plus qu'à faire de même pour les autres crêpes en cherchant à chaque fois ***la plus grande parmi les crêpes non triées.*** + +À vous de jouer ! Une fois terminée, vous pouvez obtenir deux écrans de fin de jeu : + +![pas_optimal](assets/pas_optimal.png) + +Cela signifie que vous aurez atteint le but recherché, mais que votre **algorithme de recherche** n'est pas optimal et donc pas le plus efficace. On retourne donc au travail ! + +Si par contre, vous obtenez l'écran ci dessous, c'est gagné, appelez le professeur pour valider, et à vous les joies d'énormes piles de crêpes à trier ! + +![efficace](assets/efficace.png) + +---------- + +### Astuces + +- Toujours chercher la plus grande crêpe parmi celles non triées +- La placer en haut de la pile non triée +- Retourner la pile non triée + +------ + +### Question + +- Quel tri ressemble à notre méthode de résolution ? +- Peut-on dégager un algorithme de notre méthode de résolution ? + +-------- + +### Mini-Projet + +Écrire cet algorithme puis le coder en python. \ No newline at end of file diff --git a/algorithmes/assets/bravo.png b/algorithmes/assets/bravo.png new file mode 100644 index 0000000000000000000000000000000000000000..b8d83e0ab733fce5b18bdc0821bf4806f4a9cb28 GIT binary patch literal 348032 zcmeFYi9b}~`#(&Il%*YsQHshkA!MC4scc2|WwK6o*_UCGPzgzqERz(;zGs`U?@Y2U zH5iQSW6YQ_+jFKq-{pCpKjHTquW^q1ock=-ec#vhe!s8Fi+hH;{0B}R;NalkzjOPh 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