{"id":76,"date":"2011-02-26T15:14:56","date_gmt":"2011-02-26T14:14:56","guid":{"rendered":"http:\/\/www.clayinformatique.ch\/mathsenquestions2\/2011\/02\/26\/pyramides-2-corriges\/"},"modified":"2016-02-03T12:39:18","modified_gmt":"2016-02-03T11:39:18","slug":"pyramides-2-corriges","status":"publish","type":"post","link":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=76","title":{"rendered":"Pyramides 2 &#8211; 11\u00e8me  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-76","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=\"Exercice 1 : Calcule le volume de la bo\u00eete de chocolat. Volume = 608 cm3 Exercice 2 : Les pyramides d&#039;\u00c9gypte sont des pyramides r\u00e9guli\u00e8res \u00e0 base carr\u00e9e. La pyramide de CH\u00c9OPS a les dimensions : a = 180 m h = 138 m Sur cette figure, l&#039;ombre de la pyramide a la m\u00eame\" \/>\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=76\" \/>\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=\"Pyramides 2 \u2013 11\u00e8me corrig\u00e9s -\" \/>\n\t\t<meta property=\"og:description\" content=\"Exercice 1 : Calcule le volume de la bo\u00eete de chocolat. Volume = 608 cm3 Exercice 2 : Les pyramides d&#039;\u00c9gypte sont des pyramides r\u00e9guli\u00e8res \u00e0 base carr\u00e9e. La pyramide de CH\u00c9OPS a les dimensions : a = 180 m h = 138 m Sur cette figure, l&#039;ombre de la pyramide a la m\u00eame\" \/>\n\t\t<meta property=\"og:url\" content=\"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=76\" \/>\n\t\t<meta property=\"article:published_time\" content=\"2011-02-26T14:14:56+00:00\" \/>\n\t\t<meta property=\"article:modified_time\" content=\"2016-02-03T11:39:18+00:00\" \/>\n\t\t<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n\t\t<meta name=\"twitter:title\" content=\"Pyramides 2 \u2013 11\u00e8me corrig\u00e9s -\" \/>\n\t\t<meta name=\"twitter:description\" content=\"Exercice 1 : Calcule le volume de la bo\u00eete de chocolat. Volume = 608 cm3 Exercice 2 : Les pyramides d&#039;\u00c9gypte sont des pyramides r\u00e9guli\u00e8res \u00e0 base carr\u00e9e. La pyramide de CH\u00c9OPS a les dimensions : a = 180 m h = 138 m Sur cette figure, l&#039;ombre de la pyramide a la m\u00eame\" \/>\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=76#blogposting\",\"name\":\"Pyramides 2 \\u2013 11\\u00e8me corrig\\u00e9s -\",\"headline\":\"Pyramides 2 &#8211; 11\\u00e8me  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Volume = 608 cm3 Exercice 2 : Les pyramides d'\u00c9gypte sont des pyramides r\u00e9guli\u00e8res \u00e0 base carr\u00e9e. La pyramide de CH\u00c9OPS a les dimensions : a = 180 m h = 138 m Sur cette figure, l'ombre de la pyramide a la m\u00eame","inLanguage":"fr-FR","isPartOf":{"@id":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/#website"},"breadcrumb":{"@id":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=76#breadcrumblist"},"author":{"@id":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?author=1#author"},"creator":{"@id":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?author=1#author"},"datePublished":"2011-02-26T15:14:56+01:00","dateModified":"2016-02-03T12:39:18+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":"Pyramides 2 \u2013 11\u00e8me corrig\u00e9s -","og:description":"Exercice 1 : Calcule le volume de la bo\u00eete de chocolat. Volume = 608 cm3 Exercice 2 : Les pyramides d'\u00c9gypte sont des pyramides r\u00e9guli\u00e8res \u00e0 base carr\u00e9e. La pyramide de CH\u00c9OPS a les dimensions : a = 180 m h = 138 m Sur cette figure, l'ombre de la pyramide a la m\u00eame","og:url":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=76","article:published_time":"2011-02-26T14:14:56+00:00","article:modified_time":"2016-02-03T11:39:18+00:00","twitter:card":"summary_large_image","twitter:title":"Pyramides 2 \u2013 11\u00e8me corrig\u00e9s -","twitter:description":"Exercice 1 : Calcule le volume de la bo\u00eete de chocolat. Volume = 608 cm3 Exercice 2 : Les pyramides d'\u00c9gypte sont des pyramides r\u00e9guli\u00e8res \u00e0 base carr\u00e9e. La pyramide de CH\u00c9OPS a les dimensions : a = 180 m h = 138 m Sur cette figure, l'ombre de la pyramide a la m\u00eame"},"aioseo_meta_data":{"post_id":"76","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 09:59:16","updated":"2026-03-30 09:59:16","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\tPyramides 2 \u2013 11\u00e8me  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":"Pyramides 2 &#8211; 11\u00e8me  corrig\u00e9s","link":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=76"}],"_links":{"self":[{"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=\/wp\/v2\/posts\/76","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=76"}],"version-history":[{"count":0,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=\/wp\/v2\/posts\/76\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=76"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=76"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=76"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}