{"id":13125,"date":"2017-11-29T10:28:04","date_gmt":"2017-11-29T10:28:04","guid":{"rendered":"https:\/\/www.acasinhadamatematica.pt\/?p=13125"},"modified":"2022-01-17T23:47:06","modified_gmt":"2022-01-17T23:47:06","slug":"onde-se-encontra-o-barco","status":"publish","type":"post","link":"https:\/\/www.acasinhadamatematica.pt\/?p=13125","title":{"rendered":"Onde se encontra o barco?"},"content":{"rendered":"<p><ul id='GTTabs_ul_13125' class='GTTabs' style='display:none'>\n<li id='GTTabs_li_0_13125' class='GTTabs_curr'><a  id=\"13125_0\" onMouseOver=\"GTTabsShowLinks('Enunciado'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Enunciado<\/a><\/li>\n<li id='GTTabs_li_1_13125' ><a  id=\"13125_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_13125'>\n<span class='GTTabs_titles'><b>Enunciado<\/b><\/span><\/p>\n<p><a href=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/barco2.png\"><img loading=\"lazy\" decoding=\"async\" data-attachment-id=\"13126\" data-permalink=\"https:\/\/www.acasinhadamatematica.pt\/?attachment_id=13126\" data-orig-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/barco2.png\" data-orig-size=\"498,470\" 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=\"Barco\" data-image-description=\"\" data-image-caption=\"\" data-large-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/barco2.png\" class=\"alignright size-medium wp-image-13126\" src=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/barco2-300x283.png\" alt=\"\" width=\"300\" height=\"283\" srcset=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/barco2-300x283.png 300w, https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/barco2.png 498w\" sizes=\"auto, (max-width: 300px) 100vw, 300px\" \/><\/a>Na figura est\u00e1 representada parte da costa onde se localiza uma vila.<\/p>\n<p>Um barco est\u00e1 \u00e0 mesma dist\u00e2ncia de X e de Z e equidistante de \\(\\dot YX\\) e de \\(\\dot YZ\\).<\/p>\n<p>Copia a figura e marca a posi\u00e7\u00e3o, B, onde se encontra o barco.<\/p>\n<p><div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_next'><a href='#GTTabs_ul_13125' onClick='GTTabs_show(1,13125)'>Resolu\u00e7\u00e3o &gt;&gt;<\/a><\/span><\/div><\/div>\n\n<div class='GTTabs_divs' id='GTTabs_1_13125'>\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=\"margin: 0 auto;\"><\/div>\r\n<script>\r\nvar parameters = {\r\n\"id\": \"ggbApplet\",\r\n\"width\":505,\r\n\"height\":780,\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 , 12 | 36 46 , 38 49  50 , 71  14  68 | 30 29 54 32 31 33 | 25 17 26 60 52 61 | 40 41 42 , 27 28 35 , 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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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class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_prev'><a href='#GTTabs_ul_13125' onClick='GTTabs_show(0,13125)'>&lt;&lt; Enunciado<\/a><\/span><\/div><\/div>\n\n","protected":false},"excerpt":{"rendered":"<p>Enunciado Resolu\u00e7\u00e3o Enunciado Na figura est\u00e1 representada parte da costa onde se localiza uma vila. Um barco est\u00e1 \u00e0 mesma dist\u00e2ncia de X e de Z e equidistante de \\(\\dot YX\\) e de \\(\\dot&#46;&#46;&#46;<\/p>\n","protected":false},"author":1,"featured_media":20552,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[100,97,187],"tags":[426,453,191],"series":[],"class_list":["post-13125","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-8--ano","category-aplicando","category-lugares-geometricos","tag-9-o-ano","tag-bissetriz","tag-mediatriz"],"views":2595,"jetpack_featured_media_url":"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/9V1Pag102-7_520x245.png","jetpack_sharing_enabled":true,"jetpack_likes_enabled":true,"_links":{"self":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/13125","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=13125"}],"version-history":[{"count":0,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/13125\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/media\/20552"}],"wp:attachment":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=13125"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=13125"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=13125"},{"taxonomy":"series","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fseries&post=13125"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}