{"cells":[{"metadata":{},"cell_type":"markdown","source":"<p style=\"padding:5px;background-color:#66bb66;border:1px solid #bbffbb;border-radius:20px;font-weight:bold;color:white;font-size:2em;padding:15px;text-align:center;\">\n    TP bases de données d'une médiathèque\n<br>\n</p><br>"},{"metadata":{},"cell_type":"markdown","source":"<div style=\"margin-left:10%;margin-right:10%;border: 1px solid black;padding-top:5px;padding-left:5px;padding-bottom:10px;\">\n<center><b>⌛ Avant de commencer</b></center>\n\nTravailler sur  https://notebook.basthon.fr/?kernel=sql\n    \nVous devez charger ce fichier : Livres.db  dans le document (icone ouvrir fichier)"},{"metadata":{},"cell_type":"markdown","source":"Voici le shéma relationnel de la base de donnée :"},{"metadata":{},"cell_type":"markdown","source":"![image.png](attachment:image.png)","attachments":{"image.png":{"image/png":"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"}}},{"metadata":{},"cell_type":"markdown","source":"<p style=\"padding:5px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1.2em;padding:5px;\">I. Fonctions de groupes (agrégations)</p><br>"},{"metadata":{},"cell_type":"markdown","source":"Les fonctions de groupe permettent d’obtenir des informations sur un ensemble de lignes en travaillant sur les colonnes et non pas sur les lignes comme avec la clause WHERE. \nPar exemple :  \n• AVG calcule la moyenne d’une colonne;  \n• SUM calcule la somme d’une colonne;  \n• MIN, MAX calculent le minimum et le maximum d’une colonne;  \n• COUNT donne le nombre de lignes d’une colonne.  \n"},{"metadata":{},"cell_type":"markdown","source":"<br><span style=\"text-align:center;padding:5px;padding-top:10px;padding-left:10px;background-color:#bb6666;border:3px solid #772222;border-radius:20px;font-weight:bold;color:white;font-size:1.2em;padding:5px;\">Codes exemples </span><br>"},{"metadata":{},"cell_type":"markdown","source":"1. Quelle est la plus petite date de retour ?"},{"metadata":{"trusted":true},"cell_type":"code","source":"SELECT MIN(retour) \nFROM emprunt;","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"2. Avec WHERE :  Quelle est la plus ancienne année d’achat des livres parus chez« Plon » ?"},{"metadata":{"trusted":true},"cell_type":"code","source":"SELECT MIN(annee) \nFROM livre\nWHERE editeur = 'Plon';","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"3. Exemple 3 : comptons combien de livres de l’éditeur 'Flammarion' possède cette médiathèque"},{"metadata":{"trusted":true},"cell_type":"code","source":"SELECT COUNT(editeur) \nFROM livre\nWHERE editeur = 'Flammarion';","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"👉 En fait, on ne fait que compter le nombre de ligne, donc la taille de la colonne. Le nom de la colonne n’a pas d’importance. On écrit plutôt : "},{"metadata":{"trusted":true},"cell_type":"code","source":"SELECT COUNT(*) \nFROM livre\nWHERE editeur = 'Flammarion';","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   💻  A vous de jouer 1 : \n</span><b>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"Combien de livres contiennent la chaîne \"Astérix\" dans leur titre ?"},{"metadata":{},"cell_type":"markdown","source":"<details><summary style=\"padding: 2px 6px;\n  width: 15em;background-color: #ddf;border: none;box-shadow: 3px 3px 4px black;cursor: pointer;\"><b>Aide : </b></summary>\n    <p   style=\"border-radius: 0 0 10px 10px;\n  background-color: #eee;\n  padding: 2px 6px;\n  margin: 0;\n  box-shadow: 3px 3px 4px black;\">\n        \n\nUtiliser `LIKE` et le joker `%`\n    \n</p>\n</details>"},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"👉 Nous pouvons renommer la colonne de résultat :"},{"metadata":{"trusted":true},"cell_type":"code","source":"SELECT COUNT(titre) AS total_avec_Astérix\nFROM livre\nWHERE titre LIKE \"%Astérix%\";","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   💻  A vous de jouer 2 : \n</span><b>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"1. Quelle est l'année du livre le plus ancien de cette base de donnée ? (colonne nommée : le_plus_ancien)"},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"2. Quelle est l'année du livre le plus récent de cette base de donnée ? (colonne nommée : le_plus_récent)"},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<p style=\"padding:5px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1.2em;padding:5px;\">II. Suppression des données</p><br>"},{"metadata":{},"cell_type":"markdown","source":"<center><span style=\"text-align:center;padding:5px;padding-top:10px;padding-left:10px;background-color:#bb6666;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1.2em;padding:5px;\">Attention </span></center>\n\n<div style=\"padding:5px;padding-left:20px;background-color:#eeeeee;border:1px solid black;border-radius:20px;font-size:1em;\"><br>\n\n\nSi vous voulez recommencer le travail avec la table de données initiale :\n<br>👉<b>Dans la barre de menu : cliquer sur Noyau puis redémarrer et effacer les sorties</b>\n    \n<br></div>"},{"metadata":{},"cell_type":"markdown","source":"### 1.\tOn peut supprimer une ligne avec `DELETE`:  "},{"metadata":{},"cell_type":"markdown","source":"<div style=\"margin-top:10px;margin-bottom:10px;margin-left:5%;margin-right:5%;padding:10px;border:1px solid black;font-weight:bold;border-left:6px solid #aaaaaa\">\n    \nDELETE FROM [Table] WHERE [condition]      \n</div>"},{"metadata":{},"cell_type":"markdown","source":"<br><span style=\"text-align:center;padding:5px;padding-top:10px;padding-left:10px;background-color:#bb6666;border:3px solid #772222;border-radius:20px;font-weight:bold;color:white;font-size:1.2em;padding:5px;\">Codes exemples </span><br>"},{"metadata":{},"cell_type":"markdown","source":"Par exemple, l’usager Sébastien Petit , dont le code barre est 934701281931582 a rendu ses livres. Il faut supprimer de la table emprunt toutes les lignes pour lesquelles le code_barre vaut 934701281931582"},{"metadata":{},"cell_type":"markdown","source":"Combien d’enregistrement avec le code_barre 934701281931582 contient la table emprunt ?"},{"metadata":{"trusted":true},"cell_type":"code","source":"SELECT COUNT(*) AS Total_Sébastien_Petit\nFROM emprunt \nWHERE code_barre = '934701281931582';","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"DELETE FROM emprunt \nWHERE code_barre = '934701281931582';","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"Combien d’enregistrement avec le code_barre 934701281931582 contient maintenant la table emprunt ?"},{"metadata":{"trusted":true},"cell_type":"code","source":"SELECT COUNT(*) AS Total_Sébastien_Petit\nFROM emprunt \nWHERE code_barre = '934701281931582';","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"🌵🌵 Attention : une commande `DELETE` sans clause `WHERE` efface toutes les lignes de la table…  \n😢Essayez en exécutant les cellules ci-dessous (seulement une fois…)\n"},{"metadata":{},"cell_type":"markdown","source":"Que contient la table `emprunt` ?"},{"metadata":{"trusted":true},"cell_type":"code","source":"SELECT *\nFROM emprunt;","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"DELETE \nFROM emprunt;","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"Que contient la table `emprunt` maintenant ?"},{"metadata":{"trusted":true},"cell_type":"code","source":"SELECT *\nFROM emprunt;","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"👉 On va réparer ...  \nDans la barre de menu : cliquer sur Noyau puis redémarrer et effacer les sorties.  \nVérifier ce que contient la table `emprunt`."},{"metadata":{"trusted":true},"cell_type":"code","source":"SELECT *\nFROM emprunt;","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"### 2.\tPeut-on supprimer n’importe quelle ligne ?"},{"metadata":{},"cell_type":"markdown","source":"Essayons de supprimer le livre ‘Hacker's Delight’ sachant que son code ISBN est 978-0201914658"},{"metadata":{"trusted":true},"cell_type":"code","source":"DELETE FROM livre \nWHERE isbn = '978-0201914658';","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"Le SGBD nous indique que supprimer ce livre, et donc sa clé primaire violerait la contrainte de clé étrangère. En effet, le code isbn est une clé étrangère dans la table `auteur_de`."},{"metadata":{},"cell_type":"markdown","source":"Il faut donc supprimer en premier les lignes dont les attributs sont déclarés comme clés étrangères avant de supprimer celles contenant les clés primaires correspondantes."},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   💻  A vous de jouer 3 : \n</span><b>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"Réaliser les requêtes qui permettent de supprimer le livre ‘Hacker's Delight’ sachant que son code ISBN est 978-0201914658"},{"metadata":{"trusted":true},"cell_type":"code","source":"--A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   💻  A vous de jouer 4 : \n</span><b>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"1. Supprimer de la table usager Monsieur 'PETIT' qui a déménagé : "},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"2. Vérifier en affichant le nombre d'usagers de nom 'PETIT'"},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   💻  A vous de jouer 5 : \n</span><b>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"Faire de même pour Monsieur BERNARD"},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<details><summary style=\"padding: 2px 6px;\n  width: 15em;background-color: #ddf;border: none;box-shadow: 3px 3px 4px black;cursor: pointer;\"><b>Aide 1 : </b></summary>\n    <p   style=\"border-radius: 0 0 10px 10px;\n  background-color: #eee;\n  padding: 2px 6px;\n  margin: 0;\n  box-shadow: 3px 3px 4px black;\">\n        \n\nM. BERNARD apparaît dans la table emprunt.\n<br>Il doit commencer par rendre ses livres avant d’être supprimé.\n\n    \n</p>\n</details>"},{"metadata":{},"cell_type":"markdown","source":"<details><summary style=\"padding: 2px 6px;\n  width: 15em;background-color: #ddf;border: none;box-shadow: 3px 3px 4px black;cursor: pointer;\"><b>Aide 2 : </b></summary>\n    <p   style=\"border-radius: 0 0 10px 10px;\n  background-color: #eee;\n  padding: 2px 6px;\n  margin: 0;\n  box-shadow: 3px 3px 4px black;\">\n        \n\nEcrire les commandes qui :<br>\n•\tdéterminent combien de livre M. BERNARD doit rendre<br>\n•\tdéterminent le code_barre de M. BERNARD<br>\n•\tsuppriment les livres correspondant de la table emprunt lorsqu’il les a rendus<br>\n•\tsuppriment M. BERNARD de la table des usagers.\n\n    \n</p>\n</details>"},{"metadata":{},"cell_type":"markdown","source":"<p style=\"padding:5px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1.2em;padding:5px;\">III. Modifications</p><br>"},{"metadata":{},"cell_type":"markdown","source":"<div style=\"margin-top:10px;margin-bottom:10px;margin-left:5%;margin-right:5%;padding:10px;border:1px solid black;font-weight:bold;border-left:6px solid #aaaaaa\">\n    \nUPDATE [Table] SET [attribut = valeur] WHERE [attribut = valeur]    \n</div>"},{"metadata":{},"cell_type":"markdown","source":"<br><span style=\"text-align:center;padding:5px;padding-top:10px;padding-left:10px;background-color:#bb6666;border:3px solid #772222;border-radius:20px;font-weight:bold;color:white;font-size:1.2em;padding:5px;\">Code exemple </span><br>"},{"metadata":{"trusted":true},"cell_type":"code","source":"UPDATE usager \nSET email='jdurand9@monmail.fr'\nWHERE code_barre = '782124241492509';","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"SELECT *\nFROM usager\nWHERE code_barre = '782124241492509';","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   💻  A vous de jouer 6 : \n</span><b>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"Le code_barre de Madame SIMON a été mal saisi. Essayer de le modifier. Que se passe-t-il ?"},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<details><summary style=\"padding: 2px 6px;\n  width: 15em;background-color: #ddf;border: none;box-shadow: 3px 3px 4px black;cursor: pointer;\"><b>Réponse : </b></summary>\n    <p   style=\"border-radius: 0 0 10px 10px;\n  background-color: #eee;\n  padding: 2px 6px;\n  margin: 0;\n  box-shadow: 3px 3px 4px black;\">\n        \n\nEn effet code_barre est la clé primaire de usager et ne peut pas être modifiée\n    \n</p>\n</details>\n\n"},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   💻  A vous de jouer 7 : \n</span><b>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"Ecrire les commandes pour trouver le prénom de Goscinny."},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   💻  A vous de jouer 8 : \n</span><b>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"Ecrire les commandes pour mettre à jour la table auteur : le prénom de Goscinny est René. Puis vérifier que la modification a bien été effectuée."},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   💻  A vous de jouer 9 : \n</span><b>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"La table auteurs comporte plusieurs fois le nom Goscinny. Donner le code SQL de la requête qui affiche tous ces enregistrements"},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   💻  A vous de jouer 10 : \n</span><b>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"En utilisant la question précédente donner le code SQL de la requête qui affiche tous les titres de livres dont l’auteur est Goscinny."},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<p style=\"padding:5px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1.2em;padding:5px;\">IV. Exercices</p><br>"},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   Exercice 1\n</span>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"Donner le code SQL de la requête qui affiche tous les noms d’auteurs sans doublons classés par ordre alphabétique."},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   Exercice 2\n</span>\n</b><br><br>"},{"metadata":{},"cell_type":"raw","source":"Donner le code SQL de la requête qui fait la mise à jour suivante : l’éditeur de \"L'Idiot\" est \"Folio\""},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   Exercice 3\n</span>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"Donner le code SQL de la requête qui affiche le nom et le prénom de l’auteur du livre \"1984\""},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   Exercice 4\n</span>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"Donner le code SQL de la requête qui affiche le nom et le prénom des usagers ayant emprunté des livres, sans doublons (si un usager a emprunté plusieurs livres il doit apparaître une seule fois) triés par ordre alphabétique du nom."},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<br>\n<span style=\"margin:3px;padding:1px;background-color:#66bb66;border:1px solid black;border-radius:20px;font-weight:bold;color:white;font-size:1em;padding:15px;\">\n   Exercice 5\n</span>\n</b><br><br>"},{"metadata":{},"cell_type":"markdown","source":"Donner le code SQL de la requête qui affiche le nombre de livres parus en 2014."},{"metadata":{"trusted":true},"cell_type":"code","source":"-- A vous\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"---\n\n**Auteur** Mireille COILHAC - Lycée Saint-Aspais de Melun (77)  \nD'après NSI 24 leçons avec exercices corrigés – ellipses\n\n---\n<center>\n<a rel=\"license\" href=\"http://creativecommons.org/licenses/by-nc-sa/4.0/\"><img alt=\"Creative Commons License\" style=\"border-width:0\" src=\"https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png\" /></a><br />This work is licensed under a <a rel=\"license\" href=\"http://creativecommons.org/licenses/by-nc-sa/4.0/\">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.\n</center>"}],"metadata":{"kernelspec":{"name":"sql","display_name":"SQL","language":"sql"}},"nbformat":4,"nbformat_minor":2}