{"id":153,"date":"2026-06-27T20:43:25","date_gmt":"2026-06-27T20:43:25","guid":{"rendered":"https:\/\/professeurcot.net\/blog\/?p=153"},"modified":"2026-06-27T20:54:01","modified_gmt":"2026-06-27T20:54:01","slug":"quelques-exercices-sur-la-composition-et-lheritage-avec-python","status":"publish","type":"post","link":"https:\/\/professeurcot.net\/blog\/2026\/06\/27\/quelques-exercices-sur-la-composition-et-lheritage-avec-python\/","title":{"rendered":"Quelques exercices sur la composition et l&rsquo;h\u00e9ritage avec Python"},"content":{"rendered":"\n<p class=\"has-medium-font-size wp-block-paragraph\">J&rsquo;ai expliqu\u00e9, dans une vid\u00e9o ant\u00e9rieure, comment faire une classe avec Python. <\/p>\n\n\n\n<figure class=\"wp-block-embed is-type-video is-provider-youtube wp-block-embed-youtube wp-embed-aspect-16-9 wp-has-aspect-ratio\"><div class=\"wp-block-embed__wrapper\">\n<iframe loading=\"lazy\" title=\"Les bases de la programmation orient\u00e9e objet avec Python\" width=\"1140\" height=\"641\" src=\"https:\/\/www.youtube.com\/embed\/F1RW0R764o0?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe>\n<\/div><\/figure>\n\n\n\n<p class=\"has-medium-font-size wp-block-paragraph\">J&rsquo;ai d\u00e9cid\u00e9 de faire quelques exercices pour aller plus loin. <\/p>\n\n\n\n<p class=\"has-white-color has-vivid-cyan-blue-background-color has-text-color has-background has-link-color has-medium-font-size wp-elements-2f4a2a51f7bd7f991e24b6cd2fdddcf7 wp-block-paragraph\"><strong>Qu\u2019est-ce que la composition?<\/strong><\/p>\n\n\n\n<p class=\"has-medium-font-size wp-block-paragraph\">C\u2019est un moyen de mettre en relation des objets. On d\u00e9signe un objet<strong> a un<\/strong> composant. La composition est repr\u00e9sent\u00e9e par une ligne et un losange au niveau de la classe composite et une fl\u00e8che au niveau du composant (facultatif). On peut indiquer la cardinalit\u00e9.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><img decoding=\"async\" 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alt=\"\"><\/p>\n\n\n\n<p class=\"has-white-color has-vivid-cyan-blue-background-color has-text-color has-background has-link-color has-medium-font-size wp-elements-bf2f4f0216ea39185a68a1f7db4fd194 wp-block-paragraph\"><strong>Qu\u2019est-ce que l\u2019h\u00e9ritage<\/strong><\/p>\n\n\n\n<p class=\"has-medium-font-size wp-block-paragraph\">Elle mod\u00e9lise une relation <strong>est un<\/strong> entre les objets. Elle est repr\u00e9sent\u00e9e par une fl\u00e8che vide pointant vers la classe m\u00e8re. <\/p>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"403\" height=\"555\" src=\"https:\/\/professeurcot.net\/blog\/wp-content\/uploads\/2026\/06\/image.png\" alt=\"\" class=\"wp-image-154\" style=\"width:282px;height:auto\" srcset=\"https:\/\/professeurcot.net\/blog\/wp-content\/uploads\/2026\/06\/image.png 403w, https:\/\/professeurcot.net\/blog\/wp-content\/uploads\/2026\/06\/image-218x300.png 218w\" sizes=\"auto, (max-width: 403px) 100vw, 403px\" \/><\/figure>\n\n\n\n<p class=\"has-medium-font-size wp-block-paragraph\">Vous pouvez t\u00e9l\u00e9charger l&rsquo;\u00e9nonc\u00e9 ici: <a href=\"https:\/\/professeurcot.net\/documentsYouTube\/Exercices%20avec%20les%20classes%20Python.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">https:\/\/professeurcot.net\/documentsYouTube\/Exercices avec les classes Python.pdf<\/a><\/p>\n\n\n\n<p class=\"has-medium-font-size wp-block-paragraph\">Pour voir comment cela se programme en Python, il suffit de regarder la vid\u00e9o. <\/p>\n\n\n\n<figure class=\"wp-block-embed is-type-video is-provider-youtube wp-block-embed-youtube wp-embed-aspect-16-9 wp-has-aspect-ratio\"><div class=\"wp-block-embed__wrapper\">\n<iframe loading=\"lazy\" title=\"Composition et h\u00e9ritage d&amp;apos;objets avec Python\" width=\"1140\" height=\"641\" src=\"https:\/\/www.youtube.com\/embed\/DNAR84eVbJE?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe>\n<\/div><\/figure>\n\n\n\n<p class=\"has-medium-font-size wp-block-paragraph\">Martin<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n<div class=\"pld-like-dislike-wrap pld-template-1\">\r\n    <div class=\"pld-like-wrap  pld-common-wrap\">\r\n    <a href=\"javascript:void(0)\" class=\"pld-like-trigger pld-like-dislike-trigger  \" title=\"\" data-post-id=\"153\" data-trigger-type=\"like\" data-restriction=\"cookie\" data-already-liked=\"0\">\r\n                        <i class=\"fas fa-thumbs-up\"><\/i>\r\n                <\/a>\r\n    <span class=\"pld-like-count-wrap pld-count-wrap\">1    <\/span>\r\n<\/div><div class=\"pld-dislike-wrap  pld-common-wrap\">\r\n    <a href=\"javascript:void(0)\" class=\"pld-dislike-trigger pld-like-dislike-trigger  \" title=\"\" data-post-id=\"153\" data-trigger-type=\"dislike\" data-restriction=\"cookie\" data-already-liked=\"0\">\r\n                        <i class=\"fas fa-thumbs-down\"><\/i>\r\n                <\/a>\r\n    <span class=\"pld-dislike-count-wrap pld-count-wrap\"><\/span>\r\n<\/div><\/div>","protected":false},"excerpt":{"rendered":"<p>J&rsquo;ai expliqu\u00e9, dans une vid\u00e9o ant\u00e9rieure, comment faire une classe avec Python. J&rsquo;ai d\u00e9cid\u00e9 de faire quelques exercices pour aller&hellip;<\/p>\n","protected":false},"author":2,"featured_media":159,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"pagelayer_contact_templates":[],"_pagelayer_content":"","rolpb_likes":0,"_jetpack_newsletter_access":"","_jetpack_dont_email_post_to_subs":false,"_jetpack_newsletter_tier_id":0,"_jetpack_memberships_contains_paywalled_content":false,"_jetpack_memberships_contains_paid_content":false,"footnotes":"","_share_on_mastodon":"0"},"categories":[5],"tags":[],"class_list":["post-153","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-python"],"share_on_mastodon":{"url":"","error":""},"jetpack_featured_media_url":"https:\/\/professeurcot.net\/blog\/wp-content\/uploads\/2026\/06\/Banner.jpg","jetpack_sharing_enabled":true,"_links":{"self":[{"href":"https:\/\/professeurcot.net\/blog\/wp-json\/wp\/v2\/posts\/153","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/professeurcot.net\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/professeurcot.net\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/professeurcot.net\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/professeurcot.net\/blog\/wp-json\/wp\/v2\/comments?post=153"}],"version-history":[{"count":5,"href":"https:\/\/professeurcot.net\/blog\/wp-json\/wp\/v2\/posts\/153\/revisions"}],"predecessor-version":[{"id":160,"href":"https:\/\/professeurcot.net\/blog\/wp-json\/wp\/v2\/posts\/153\/revisions\/160"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/professeurcot.net\/blog\/wp-json\/wp\/v2\/media\/159"}],"wp:attachment":[{"href":"https:\/\/professeurcot.net\/blog\/wp-json\/wp\/v2\/media?parent=153"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/professeurcot.net\/blog\/wp-json\/wp\/v2\/categories?post=153"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/professeurcot.net\/blog\/wp-json\/wp\/v2\/tags?post=153"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}