{"id":13136,"date":"2017-11-29T20:55:45","date_gmt":"2017-11-29T20:55:45","guid":{"rendered":"https:\/\/www.acasinhadamatematica.pt\/?p=13136"},"modified":"2022-01-18T00:02:40","modified_gmt":"2022-01-18T00:02:40","slug":"festa-de-encerramento-das-aulas-de-ballet","status":"publish","type":"post","link":"https:\/\/www.acasinhadamatematica.pt\/?p=13136","title":{"rendered":"Festa de encerramento das aulas de <em>ballet<\/em>"},"content":{"rendered":"<p><ul id='GTTabs_ul_13136' class='GTTabs' style='display:none'>\n<li id='GTTabs_li_0_13136' class='GTTabs_curr'><a  id=\"13136_0\" onMouseOver=\"GTTabsShowLinks('Enunciado'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Enunciado<\/a><\/li>\n<li id='GTTabs_li_1_13136' ><a  id=\"13136_1\" onMouseOver=\"GTTabsShowLinks('Resolu\u00e7\u00e3o'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Resolu\u00e7\u00e3o<\/a><\/li>\n<\/ul>\n\n<div class='GTTabs_divs GTTabs_curr_div' id='GTTabs_0_13136'>\n<span class='GTTabs_titles'><b>Enunciado<\/b><\/span><\/p>\n<p><a href=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/ballet.png\"><img loading=\"lazy\" decoding=\"async\" data-attachment-id=\"13137\" data-permalink=\"https:\/\/www.acasinhadamatematica.pt\/?attachment_id=13137\" data-orig-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/ballet.png\" data-orig-size=\"710,380\" data-comments-opened=\"1\" data-image-meta=\"{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}\" data-image-title=\"Ballet\" data-image-description=\"\" data-image-caption=\"\" data-large-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/ballet.png\" class=\"alignright size-medium wp-image-13137\" src=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/ballet-300x161.png\" alt=\"\" width=\"300\" height=\"161\" srcset=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/ballet-300x161.png 300w, https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/ballet.png 710w\" sizes=\"auto, (max-width: 300px) 100vw, 300px\" \/><\/a>A Marta vai dan\u00e7ar na festa de encerramento das aulas de <em>ballet<\/em>.<\/p>\n<p>O esquema da figura representa a planta do palco.<\/p>\n<p>A Marta marcou no ch\u00e3o do palco a zona onde vai executar a sua coreografia, que obedece \u00e0s seguintes condi\u00e7\u00f5es:<\/p>\n<ul style=\"list-style-type: disc;\">\n<li>A dist\u00e2ncia ao v\u00e9rtice A \u00e9 superior ou igual a 8 metros.<\/li>\n<li>A dist\u00e2ncia ao v\u00e9rtice C \u00e9 superior ou igual a 6 metros.<\/li>\n<\/ul>\n<p>Copia a figura e sombreia a zona onde a Marta vai executar a sua coreografia.<\/p>\n<p>Utiliza material de desenho e de medi\u00e7\u00e3o.<\/p>\n<p><div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_next'><a href='#GTTabs_ul_13136' onClick='GTTabs_show(1,13136)'>Resolu\u00e7\u00e3o &gt;&gt;<\/a><\/span><\/div><\/div>\n\n<div class='GTTabs_divs' id='GTTabs_1_13136'>\n<span class='GTTabs_titles'><b>Resolu\u00e7\u00e3o<\/b><\/span><!--more--><\/p>\n<p><script src=\"https:\/\/cdn.geogebra.org\/apps\/deployggb.js\"><\/script>\r\n<div id=\"ggbApplet\" style=\"float: right;\"><\/div>\r\n<script>\r\nvar parameters = {\r\n\"id\": \"ggbApplet\",\r\n\"width\":664,\r\n\"height\":405,\r\n\"showMenuBar\":false,\r\n\"showAlgebraInput\":false,\r\n\"showToolBar\":false,\r\n\"customToolBar\":\"0 39 73 62 | 1 501 67 , 5 19 , 72 75 76 | 2 15 45 , 18 65 , 7 37 | 4 3 8 9 , 13 44 , 58 , 47 | 16 51 64 , 70 | 10 34 53 11 , 24  20 22 , 21 23 | 55 56 57 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\"};\r\n\/\/ is3D=is 3D applet using 3D view, AV=Algebra View, SV=Spreadsheet View, CV=CAS View, EV2=Graphics View 2, CP=Construction Protocol, PC=Probability Calculator, DA=Data Analysis, FI=Function Inspector, PV=Python, macro=Macro View\r\nvar views = {'is3D': 0,'AV': 0,'SV': 0,'CV': 0,'EV2': 0,'CP': 1,'PC': 0,'DA': 0,'FI': 0,'macro': 0};\r\nvar applet = new GGBApplet(parameters, '5.0', views);\r\nwindow.onload = function() {applet.inject('ggbApplet')};\r\napplet.setPreviewImage('data:image\/png;base64,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Marta marcou no ch\u00e3o do palco a zona onde vai executar a sua coreografia, que obedece \u00e0s seguintes condi\u00e7\u00f5es:<\/p>\n<ul style=\"list-style-type: disc;\">\n<li>A dist\u00e2ncia ao v\u00e9rtice A \u00e9 superior ou igual a 8 metros.<\/li>\n<li>A dist\u00e2ncia ao v\u00e9rtice C \u00e9 superior ou igual a 6 metros.<\/li>\n<\/ul>\n<div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_prev'><a href='#GTTabs_ul_13136' onClick='GTTabs_show(0,13136)'>&lt;&lt; Enunciado<\/a><\/span><\/div><\/div>\n\n","protected":false},"excerpt":{"rendered":"<p>Enunciado Resolu\u00e7\u00e3o Enunciado A Marta vai dan\u00e7ar na festa de encerramento das aulas de ballet. O esquema da figura representa a planta do palco. A Marta marcou no ch\u00e3o do palco a zona onde&#46;&#46;&#46;<\/p>\n","protected":false},"author":1,"featured_media":20556,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[100,97,187],"tags":[426,188],"series":[],"class_list":["post-13136","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-8--ano","category-aplicando","category-lugares-geometricos","tag-9-o-ano","tag-circunferencia"],"views":2728,"jetpack_featured_media_url":"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/9V1Pag106-1_520x245.png","jetpack_sharing_enabled":true,"jetpack_likes_enabled":true,"_links":{"self":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/13136","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=13136"}],"version-history":[{"count":0,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/13136\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/media\/20556"}],"wp:attachment":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=13136"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=13136"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=13136"},{"taxonomy":"series","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fseries&post=13136"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}