{"id":29,"date":"2011-02-23T14:12:07","date_gmt":"2011-02-23T13:12:07","guid":{"rendered":"http:\/\/www.clayinformatique.ch\/mathsenquestions2\/2011\/02\/23\/isometries\/"},"modified":"2016-02-03T12:51:37","modified_gmt":"2016-02-03T11:51:37","slug":"isometries","status":"publish","type":"post","link":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=29","title":{"rendered":"Isom\u00e9tries 11\u00e8me &#8211; corrig\u00e9s"},"content":{"rendered":"Vous devez \u00eatre connect\u00e9 pour voir ce contenu.","protected":false},"excerpt":{"rendered":"Vous devez \u00eatre connect\u00e9 pour voir ce contenu.","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[7],"tags":[],"class_list":["post-29","post","type-post","status-publish","format-standard","hentry","category-geometrie-11eme"],"aioseo_notices":[],"aioseo_head":"\n\t\t<!-- All in One SEO 5.0.0.1 - aioseo.com -->\n\t<meta name=\"description\" content=\"R\u00e9sous cet exercice sur une feuille A4. Place tes 2 axes au milieu de la feuille. Unit\u00e9 = 2 carr\u00e9s. Dans un syst\u00e8me d\u2019axes orthonorm\u00e9s, on effectue : S(d) : ABC --&gt; A\u2019B\u2019C\u2019 puis S(T) : A\u2019B\u2019C\u2019 --&gt; A\u201dB\u201dC\u201d a) Construis les 3 triangles ABC, A\u2019B\u2019C\u2019 ET A\u201dB\u201dC\u201d si on conna\u00eet les points suivants :\" \/>\n\t<meta name=\"robots\" content=\"max-image-preview:large\" \/>\n\t<meta name=\"author\" content=\"clay\"\/>\n\t<link rel=\"canonical\" href=\"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=29\" \/>\n\t<meta name=\"generator\" content=\"All in One SEO (AIOSEO) 5.0.0.1\" \/>\n\t\t<meta property=\"og:locale\" content=\"fr_FR\" \/>\n\t\t<meta property=\"og:site_name\" content=\"-\" \/>\n\t\t<meta property=\"og:type\" content=\"article\" \/>\n\t\t<meta property=\"og:title\" content=\"Isom\u00e9tries 11\u00e8me \u2013 corrig\u00e9s -\" \/>\n\t\t<meta property=\"og:description\" content=\"R\u00e9sous cet exercice sur une feuille A4. Place tes 2 axes au milieu de la feuille. Unit\u00e9 = 2 carr\u00e9s. Dans un syst\u00e8me d\u2019axes orthonorm\u00e9s, on effectue : S(d) : ABC --&gt; A\u2019B\u2019C\u2019 puis S(T) : A\u2019B\u2019C\u2019 --&gt; A\u201dB\u201dC\u201d a) Construis les 3 triangles ABC, A\u2019B\u2019C\u2019 ET A\u201dB\u201dC\u201d si on conna\u00eet les points suivants :\" \/>\n\t\t<meta property=\"og:url\" content=\"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=29\" \/>\n\t\t<meta property=\"article:published_time\" content=\"2011-02-23T13:12:07+00:00\" \/>\n\t\t<meta property=\"article:modified_time\" content=\"2016-02-03T11:51:37+00:00\" \/>\n\t\t<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n\t\t<meta name=\"twitter:title\" content=\"Isom\u00e9tries 11\u00e8me \u2013 corrig\u00e9s -\" \/>\n\t\t<meta name=\"twitter:description\" content=\"R\u00e9sous cet exercice sur une feuille A4. Place tes 2 axes au milieu de la feuille. Unit\u00e9 = 2 carr\u00e9s. Dans un syst\u00e8me d\u2019axes orthonorm\u00e9s, on effectue : S(d) : ABC --&gt; A\u2019B\u2019C\u2019 puis S(T) : A\u2019B\u2019C\u2019 --&gt; A\u201dB\u201dC\u201d a) Construis les 3 triangles ABC, A\u2019B\u2019C\u2019 ET A\u201dB\u201dC\u201d si on conna\u00eet les points suivants :\" \/>\n\t\t<script type=\"application\/ld+json\" class=\"aioseo-schema\">\n\t\t\t{\"@context\":\"https:\\\/\\\/schema.org\",\"@graph\":[{\"@type\":\"BlogPosting\",\"@id\":\"https:\\\/\\\/www.clayinformatique.ch\\\/mathsenquestions2\\\/?p=29#blogposting\",\"name\":\"Isom\\u00e9tries 11\\u00e8me \\u2013 corrig\\u00e9s -\",\"headline\":\"Isom\\u00e9tries 11\\u00e8me &#8211; 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\\\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Dans un syst\u00e8me d\u2019axes orthonorm\u00e9s, on effectue : S(d) : ABC --> A\u2019B\u2019C\u2019 puis S(T) : A\u2019B\u2019C\u2019 --> A\u201dB\u201dC\u201d a) Construis les 3 triangles ABC, A\u2019B\u2019C\u2019 ET A\u201dB\u201dC\u201d si on conna\u00eet les points suivants :","inLanguage":"fr-FR","isPartOf":{"@id":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/#website"},"breadcrumb":{"@id":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=29#breadcrumblist"},"author":{"@id":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?author=1#author"},"creator":{"@id":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?author=1#author"},"datePublished":"2011-02-23T14:12:07+01:00","dateModified":"2016-02-03T12:51:37+01:00"},{"@type":"WebSite","@id":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/#website","url":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/","inLanguage":"fr-FR","publisher":{"@id":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/#organization"}}]},"og:locale":"fr_FR","og:site_name":"-","og:type":"article","og:title":"Isom\u00e9tries 11\u00e8me \u2013 corrig\u00e9s -","og:description":"R\u00e9sous cet exercice sur une feuille A4. Place tes 2 axes au milieu de la feuille. Unit\u00e9 = 2 carr\u00e9s. Dans un syst\u00e8me d\u2019axes orthonorm\u00e9s, on effectue : S(d) : ABC --&gt; A\u2019B\u2019C\u2019 puis S(T) : A\u2019B\u2019C\u2019 --&gt; A\u201dB\u201dC\u201d a) Construis les 3 triangles ABC, A\u2019B\u2019C\u2019 ET A\u201dB\u201dC\u201d si on conna\u00eet les points suivants :","og:url":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=29","article:published_time":"2011-02-23T13:12:07+00:00","article:modified_time":"2016-02-03T11:51:37+00:00","twitter:card":"summary_large_image","twitter:title":"Isom\u00e9tries 11\u00e8me \u2013 corrig\u00e9s -","twitter:description":"R\u00e9sous cet exercice sur une feuille A4. Place tes 2 axes au milieu de la feuille. Unit\u00e9 = 2 carr\u00e9s. Dans un syst\u00e8me d\u2019axes orthonorm\u00e9s, on effectue : S(d) : ABC --&gt; A\u2019B\u2019C\u2019 puis S(T) : A\u2019B\u2019C\u2019 --&gt; A\u201dB\u201dC\u201d a) Construis les 3 triangles ABC, A\u2019B\u2019C\u2019 ET A\u201dB\u201dC\u201d si on conna\u00eet les points suivants :"},"aioseo_meta_data":{"post_id":"29","title":null,"description":null,"keywords":null,"keyphrases":null,"primary_term":null,"canonical_url":null,"og_title":null,"og_description":null,"og_object_type":"default","og_image_type":"default","og_image_url":null,"og_image_width":null,"og_image_height":null,"og_image_custom_url":null,"og_image_custom_fields":null,"og_video":null,"og_custom_url":null,"og_article_section":null,"og_article_tags":null,"twitter_use_og":false,"twitter_card":"default","twitter_image_type":"default","twitter_image_url":null,"twitter_image_custom_url":null,"twitter_image_custom_fields":null,"twitter_title":null,"twitter_description":null,"schema":{"blockGraphs":[],"customGraphs":[],"default":{"data":{"Article":[],"Course":[],"Dataset":[],"FAQPage":[],"Movie":[],"Person":[],"Product":[],"ProductReview":[],"Car":[],"Recipe":[],"Service":[],"SoftwareApplication":[],"WebPage":[]},"graphName":"","isEnabled":true},"graphs":[]},"schema_type":"default","schema_type_options":null,"pillar_content":false,"robots_default":true,"robots_noindex":false,"robots_noarchive":false,"robots_nosnippet":false,"robots_nofollow":false,"robots_noimageindex":false,"robots_noodp":false,"robots_notranslate":false,"robots_max_snippet":null,"robots_max_videopreview":null,"robots_max_imagepreview":"large","priority":null,"frequency":null,"local_seo":null,"breadcrumb_settings":null,"limit_modified_date":false,"ai":null,"created":"2026-03-30 09:40:08","updated":"2026-03-30 09:40:08","focus_keyword":null,"additional_keywords":null,"truseo_locale":null,"seo_analyzer_scan_date":null},"aioseo_breadcrumb":"<div class=\"aioseo-breadcrumbs\"><span class=\"aioseo-breadcrumb\">\n\t\t\t<a href=\"https:\/\/www.clayinformatique.ch\/mathsenquestions2\" title=\"Home\">Home<\/a>\n\t\t<\/span><span class=\"aioseo-breadcrumb-separator\">&raquo;<\/span><span class=\"aioseo-breadcrumb\">\n\t\t\t<a href=\"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?cat=4\" title=\"11\u00e8me\">11\u00e8me<\/a>\n\t\t<\/span><span class=\"aioseo-breadcrumb-separator\">&raquo;<\/span><span class=\"aioseo-breadcrumb\">\n\t\t\t<a href=\"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?cat=7\" title=\"G\u00e9om\u00e9trie 11\u00e8me\">G\u00e9om\u00e9trie 11\u00e8me<\/a>\n\t\t<\/span><span class=\"aioseo-breadcrumb-separator\">&raquo;<\/span><span class=\"aioseo-breadcrumb\">\n\t\t\tIsom\u00e9tries 11\u00e8me \u2013 corrig\u00e9s\n\t\t<\/span><\/div>","aioseo_breadcrumb_json":[{"label":"Home","link":"https:\/\/www.clayinformatique.ch\/mathsenquestions2"},{"label":"11\u00e8me","link":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?cat=4"},{"label":"G\u00e9om\u00e9trie 11\u00e8me","link":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?cat=7"},{"label":"Isom\u00e9tries 11\u00e8me &#8211; corrig\u00e9s","link":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=29"}],"_links":{"self":[{"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=\/wp\/v2\/posts\/29","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=29"}],"version-history":[{"count":0,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=\/wp\/v2\/posts\/29\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=29"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=29"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=29"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}