{"id":88,"date":"2011-02-27T10:10:11","date_gmt":"2011-02-27T09:10:11","guid":{"rendered":"http:\/\/www.clayinformatique.ch\/mathsenquestions2\/2011\/02\/27\/applications\/"},"modified":"2011-02-27T10:10:11","modified_gmt":"2011-02-27T09:10:11","slug":"applications","status":"publish","type":"post","link":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/?p=88","title":{"rendered":"Applications"},"content":{"rendered":"<table style=\"width: 700px;\" border=\"0\">\n<tbody>\n<tr>\n<td>1<\/td>\n<td><a href=\"exercices\/applications\/change.htm\">Le change &#8211; texte \u00e0 trous<\/a><\/td>\n<td><img loading=\"lazy\" decoding=\"async\" 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\" border=\"0\" width=\"100\" height=\"60\" \/><\/td>\n<\/tr>\n<tr>\n<td>2<\/td>\n<td><a href=\"exercices\/applications\/change2.htm\">Le change &#8211; exercices<\/a><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>3<\/td>\n<td><a href=\"exercices\/applications\/Pente_Web\/index.html\" target=\"_blank\">La pente<\/a><\/td>\n<td><img loading=\"lazy\" decoding=\"async\" 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\" border=\"0\" width=\"100\" height=\"83\" \/><\/td>\n<\/tr>\n<tr>\n<td>4<\/td>\n<td><a href=\"index.php?option=com_content&amp;view=article&amp;id=87\">Echelle et pentes<\/a><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>5<\/td>\n<td><a href=\"exercices\/applications\/debit.htm\">Le d\u00e9bit<\/a><\/td>\n<td><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/jpeg;base64,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\" border=\"0\" width=\"100\" height=\"102\" \/><\/td>\n<\/tr>\n<tr>\n<td>6<\/td>\n<td><a href=\"exercices\/applications\/massevolumique.htm\">La masse volumique<\/a><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>7<\/td>\n<td><a href=\"exercices\/applications\/titre.htm\">Le titre<\/a><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>8<\/td>\n<td><a href=\"exercices\/applications\/Vitesse%20Web\/index.html\" target=\"_blank\">La vitesse<\/a><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>9<\/td>\n<td><a href=\"index.php?option=com_content&amp;view=article&amp;id=89\">Les graphiques<\/a><\/td>\n<td><img loading=\"lazy\" decoding=\"async\" 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\" border=\"0\" width=\"92\" height=\"105\" \/><\/td>\n<\/tr>\n<tr>\n<td>10<\/td>\n<td><a href=\"http:\/\/www.clayinformatique.ch\/mathsenquestions2\/wp-content\/uploads\/2011\/02\/Fonctions_TP.xls\">TP sur les fonctions (activit\u00e9 \u00e0 t\u00e9l\u00e9charger xls)<\/a><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>11<\/td>\n<td><a href=\"index.php?option=com_content&amp;view=article&amp;id=91\">Probl\u00e8mes divers<\/a><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>12<\/td>\n<td><a href=\"exercices\/applications\/applications.htm\">Mots crois\u00e9s Applications<\/a><\/td>\n<td>\n<p><img loading=\"lazy\" decoding=\"async\" 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\" border=\"0\" width=\"100\" height=\"59\" \/><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>13<\/td>\n<td><a href=\"exercices\/applications\/fonctions.htm\">Mots crois\u00e9s Fonctions<\/a><\/td>\n<td><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n","protected":false},"excerpt":{"rendered":"<p>1 Le change &#8211; texte \u00e0 trous 2 Le change &#8211; exercices 3 La pente 4 Echelle et pentes 5 Le d\u00e9bit 6 La masse volumique 7 Le titre 8 La vitesse 9 Les graphiques 10 TP sur les fonctions (activit\u00e9 \u00e0 t\u00e9l\u00e9charger xls) 11 Probl\u00e8mes divers 12 Mots crois\u00e9s Applications 13 Mots crois\u00e9s Fonctions<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[17],"tags":[],"class_list":["post-88","post","type-post","status-publish","format-standard","hentry","category-applications"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=\/wp\/v2\/posts\/88","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=88"}],"version-history":[{"count":0,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=\/wp\/v2\/posts\/88\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=88"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=88"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.clayinformatique.ch\/mathsenquestions2\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=88"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}