{"id":27,"date":"2011-02-23T13:55:41","date_gmt":"2011-02-23T12:55:41","guid":{"rendered":"http:\/\/www.clayinformatique.ch\/mathsenquestions2\/2011\/02\/23\/pyramides-2-2\/"},"modified":"2016-02-03T12:39:44","modified_gmt":"2016-02-03T11:39:44","slug":"pyramides-2-2","status":"publish","type":"post","link":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=27","title":{"rendered":"Pyramides 2 &#8211; 11\u00e8me"},"content":{"rendered":"<p><strong>Exercice 1 :<\/strong><\/p>\n<p><img decoding=\"async\" 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\" alt=\"\" border=\"0\" \/><\/p>\n<p><span style=\"color: #000000;\">Calcule le volume de la bo\u00eete de chocolat. <\/span><\/p>\n<p>&nbsp;<\/p>\n<p><strong>Exercice 2 :<\/strong><\/p>\n<p><img decoding=\"async\" src=\"data:image\/gif;base64,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\" alt=\"\" border=\"0\" \/><\/p>\n<p><span style=\"color: #000000;\">Les pyramides d&rsquo;\u00c9gypte sont des pyramides r\u00e9guli\u00e8res \u00e0 base carr\u00e9e. La pyramide de CH\u00c9OPS a les dimensions :<\/span><\/p>\n<p>a = 180 m<\/p>\n<p>h = 138 m<\/p>\n<p>Sur cette figure, l&rsquo;ombre de la pyramide a la m\u00eame aire que chacune des faces lat\u00e9rales.<\/p>\n<p>Quel est le volume de pierres qu&rsquo;il faudrait ajouter pour augmenter les dimensions (hauteur et c\u00f4t\u00e9 de la base) de la pyramide de 1 m ?<\/p>\n<p>&nbsp;<\/p>\n<p><strong><span style=\"color: #000000;\">Exercice 3 :<\/span><\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Enigme &#8211; Thal\u00e8s en Egypte<\/strong><\/p>\n<p><em>Appuy\u00e9 au bastingage, Thal\u00e8s regardait s&rsquo;\u00e9loigner la terre d&rsquo;Ionie o\u00f9 jusqu&rsquo;\u00e0 ce jour il avait v\u00e9cu. Milet disparu dans le lointain, il partait pour l&rsquo;Egypte.<br \/>\nPouss\u00e9 par les vents \u00e9t\u00e9siens qui ne soufflent qu&rsquo;en \u00e9t\u00e9 durant les p\u00e9riodes de canicule, le navire accomplit la travers\u00e9e d&rsquo;une traite, arriva en vue des c\u00f4tes \u00e9gyptiennes, p\u00e9n\u00e9tra dans le lac Mariotis o\u00f9 Thal\u00e8s s&#8217;embarqua sur une felouque qui devait remonter le Nil.<br \/>\nApr\u00e8s quelques jours d&rsquo;un voyage interrompu par de nombreux arr\u00eats dans les villes bordant le fleuve, il l&rsquo;aper\u00e7ut. Dress\u00e9e au milieu d&rsquo;un large plateau, non loin de la rive, la pyramide de Kh\u00e9ops ! Thal\u00e8s n&rsquo;avait jamais rien vu d&rsquo;aussi imposant. &#8230; Les dimensions du monument d\u00e9passaient tout ce qu&rsquo;il avait imagin\u00e9. &#8230;Pharaon et ses architectes ont voulu nous contraindre d&rsquo;admettre qu&rsquo;entre cette pyramide et nous il n&rsquo;y a aucune mesure !\u00a0\u00bb<br \/>\nAinsi depuis 2000 ans, cet \u00e9difice construit pourtant par la main des hommes restait hors de port\u00e9e de leur connaissance. Quels qu&rsquo; aient \u00e9t\u00e9 les buts de Pharaon, il restait une \u00e9vidence: la hauteur de la pyramide \u00e9tait impossible \u00e0 mesurer. Elle \u00e9tait la construction la plus visible du monde habit\u00e9 et elle \u00e9tait la seule \u00e0 ne pouvoir \u00eatre mesur\u00e9e ! Thal\u00e8s voulut relever le d\u00e9fi.<br \/>\n\u00ab\u00a0Puisque ma main ne peut effectuer la mesure, ma pens\u00e9e l&rsquo;effectuera.\u00a0\u00bb<br \/>\nThal\u00e8s fixa longtemps la pyramide puis s&rsquo;\u00e9cria :\u00a0\u00bbLe rapport que j&rsquo;entretiens avec mon ombre est le m\u00eame que celui que la pyramide entretient avec la sienne.\u00a0\u00bb . Thal\u00e8s calcula alors la hauteur de la pyramide.<\/em><\/p>\n<p>Serais-tu capable de calculer cette hauteur en coud\u00e9es et en m\u00e8tres ?<\/p>\n<p>Donn\u00e9es connues :<br \/>\n* la base de la pyramide est un carr\u00e9 de 440 coud\u00e9es \u00e9gyptiennes de c\u00f4t\u00e9<br \/>\n* Une coud\u00e9e \u00e9gyptienne mesure environ 52 cm.<br \/>\n* Thal\u00e8s mesurait 3,25 coud\u00e9es de haut.<br \/>\n* Lorsque l&rsquo;ombre de Thal\u00e8s mesurait 3 coud\u00e9es, l&rsquo;ombre de la pyramide mesurait 42 coud\u00e9es \u00e9gyptiennes.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><a href=\"http:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=76\"><em><strong>Corrig\u00e9s<\/strong><\/em><\/a><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Exercice 1 : Calcule le volume de la bo\u00eete de chocolat. &nbsp; Exercice 2 : Les pyramides d&rsquo;\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&rsquo;ombre de la pyramide a la m\u00eame aire que chacune des <a class=\"read-more\" href=\"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=27\">Read More&#8230;<\/a><\/p>\n","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-27","post","type-post","status-publish","format-standard","hentry","category-geometrie-11eme"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=\/wp\/v2\/posts\/27","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=27"}],"version-history":[{"count":0,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=\/wp\/v2\/posts\/27\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=27"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=27"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=27"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}