{"id":13052,"date":"2017-11-26T18:22:01","date_gmt":"2017-11-26T18:22:01","guid":{"rendered":"https:\/\/www.acasinhadamatematica.pt\/?p=13052"},"modified":"2022-01-17T20:25:18","modified_gmt":"2022-01-17T20:25:18","slug":"onde-esta-o-arbitro","status":"publish","type":"post","link":"https:\/\/www.acasinhadamatematica.pt\/?p=13052","title":{"rendered":"Onde est\u00e1 o \u00e1rbitro?"},"content":{"rendered":"<p><ul id='GTTabs_ul_13052' class='GTTabs' style='display:none'>\n<li id='GTTabs_li_0_13052' class='GTTabs_curr'><a  id=\"13052_0\" onMouseOver=\"GTTabsShowLinks('Enunciado'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Enunciado<\/a><\/li>\n<li id='GTTabs_li_1_13052' ><a  id=\"13052_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_13052'>\n<span class='GTTabs_titles'><b>Enunciado<\/b><\/span><\/p>\n<p><a href=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/arbitro.png\"><img loading=\"lazy\" decoding=\"async\" data-attachment-id=\"13053\" data-permalink=\"https:\/\/www.acasinhadamatematica.pt\/?attachment_id=13053\" data-orig-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/arbitro.png\" data-orig-size=\"460,292\" 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=\"Campo de futebol\" data-image-description=\"\" data-image-caption=\"\" data-large-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/arbitro.png\" class=\"alignright wp-image-13053 size-medium\" src=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/arbitro-300x190.png\" alt=\"\" width=\"300\" height=\"190\" srcset=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/arbitro-300x190.png 300w, https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/arbitro.png 460w\" sizes=\"auto, (max-width: 300px) 100vw, 300px\" \/><\/a>O esquema da figura representa um campo de futebol.<\/p>\n<p>Sup\u00f5e que, num determinado momento do jogo, o Jo\u00e3o, o Miguel e o Francisco, jogadores de <em>Os Vencedores<\/em>, se encontram, respetivamente, nas posi\u00e7\u00f5es J, M e F. O \u00e1rbitro encontra-se a igual dist\u00e2ncia dos tr\u00eas jogadores.<\/p>\n<p>Copia a figura e assinala, com a letra A, o ponto onde est\u00e1 o \u00e1rbitro.<br \/>\nUtiliza material de desenho e de medi\u00e7\u00e3o. Se tra\u00e7ares linhas auxiliares, n\u00e3o as apagues.<\/p>\n<p><div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_next'><a href='#GTTabs_ul_13052' onClick='GTTabs_show(1,13052)'>Resolu\u00e7\u00e3o &gt;&gt;<\/a><\/span><\/div><\/div>\n\n<div class='GTTabs_divs' id='GTTabs_1_13052'>\n<span class='GTTabs_titles'><b>Resolu\u00e7\u00e3o<\/b><\/span><!--more--><\/p>\n<p>O \u00e1rbitro encontra-se no c\u00edrculo central, quase a sair dele.<\/p>\n<p>Descreve e justifica a constru\u00e7\u00e3o.<\/p>\n<p><script src=\"https:\/\/cdn.geogebra.org\/apps\/deployggb.js\"><\/script>\r\n<div id=\"ggbApplet\" style=\"margin: 0 auto;\"><\/div>\r\n<script>\r\nvar parameters = {\r\n\"id\": \"ggbApplet\",\r\n\"width\":840,\r\n\"height\":520,\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 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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() 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class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_prev'><a href='#GTTabs_ul_13052' onClick='GTTabs_show(0,13052)'>&lt;&lt; Enunciado<\/a><\/span><\/div><\/div>\n\n","protected":false},"excerpt":{"rendered":"<p>Enunciado Resolu\u00e7\u00e3o Enunciado O esquema da figura representa um campo de futebol. Sup\u00f5e que, num determinado momento do jogo, o Jo\u00e3o, o Miguel e o Francisco, jogadores de Os Vencedores, se encontram, respetivamente, nas&#46;&#46;&#46;<\/p>\n","protected":false},"author":1,"featured_media":20531,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[100,97,187],"tags":[426,454,191],"series":[],"class_list":["post-13052","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-8--ano","category-aplicando","category-lugares-geometricos","tag-9-o-ano","tag-circuncentro","tag-mediatriz"],"views":3281,"jetpack_featured_media_url":"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/9V1Pag096-5_520x245.png","jetpack_sharing_enabled":true,"jetpack_likes_enabled":true,"_links":{"self":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/13052","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=13052"}],"version-history":[{"count":0,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/13052\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/media\/20531"}],"wp:attachment":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=13052"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=13052"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=13052"},{"taxonomy":"series","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fseries&post=13052"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}