{"id":23789,"date":"2022-12-22T17:05:05","date_gmt":"2022-12-22T17:05:05","guid":{"rendered":"https:\/\/www.acasinhadamatematica.pt\/?p=23789"},"modified":"2023-01-02T22:49:32","modified_gmt":"2023-01-02T22:49:32","slug":"observa-o-triangulo-e-a-reta","status":"publish","type":"post","link":"https:\/\/www.acasinhadamatematica.pt\/?p=23789","title":{"rendered":"Observa o tri\u00e2ngulo e a reta"},"content":{"rendered":"\n<p><ul id='GTTabs_ul_23789' class='GTTabs' style='display:none'>\n<li id='GTTabs_li_0_23789' class='GTTabs_curr'><a  id=\"23789_0\" onMouseOver=\"GTTabsShowLinks('Enunciado'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Enunciado<\/a><\/li>\n<li id='GTTabs_li_1_23789' ><a  id=\"23789_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_23789'>\n<span class='GTTabs_titles'><b>Enunciado<\/b><\/span><\/p>\n<p><a href=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag079-T4.png\"><img loading=\"lazy\" decoding=\"async\" data-attachment-id=\"23790\" data-permalink=\"https:\/\/www.acasinhadamatematica.pt\/?attachment_id=23790\" data-orig-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag079-T4.png\" data-orig-size=\"302,268\" 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=\"8_Pag079-T4\" data-image-description=\"\" data-image-caption=\"\" data-large-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag079-T4.png\" class=\"alignright wp-image-23790\" src=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag079-T4-300x266.png\" alt=\"\" width=\"270\" height=\"240\" srcset=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag079-T4-300x266.png 300w, https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag079-T4.png 302w\" sizes=\"auto, (max-width: 270px) 100vw, 270px\" \/><\/a>Observa o tri\u00e2ngulo [CDE] e a reta <em>r<\/em>.<br \/>Reproduz o tri\u00e2ngulo [CDE] no teu caderno.<br \/>Usando r\u00e9gua, compasso ou transferidor, constr\u00f3i a imagem do tri\u00e2ngulo [CDE]:<\/p>\n<ol>\n<li>pela reflex\u00e3o de eixo <em>r<\/em>;<\/li>\n<li>pela reflex\u00e3o central de centro D;<\/li>\n<li>pela rota\u00e7\u00e3o de centro C e amplitude 70\u00b0, no sentido negativo;<\/li>\n<li>por meia volta em torno do ponto E.<\/li>\n<\/ol>\n<p><div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_next'><a href='#GTTabs_ul_23789' onClick='GTTabs_show(1,23789)'>Resolu\u00e7\u00e3o &gt;&gt;<\/a><\/span><\/div><\/div>\n\n<div class='GTTabs_divs' id='GTTabs_1_23789'>\n<span class='GTTabs_titles'><b>Resolu\u00e7\u00e3o<\/b><\/span><!--more--><\/p>\n<blockquote>\n<p><a href=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag079-T4.png\"><img loading=\"lazy\" decoding=\"async\" data-attachment-id=\"23790\" data-permalink=\"https:\/\/www.acasinhadamatematica.pt\/?attachment_id=23790\" data-orig-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag079-T4.png\" data-orig-size=\"302,268\" 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=\"8_Pag079-T4\" data-image-description=\"\" data-image-caption=\"\" data-large-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag079-T4.png\" class=\"alignright wp-image-23790\" src=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag079-T4-300x266.png\" alt=\"\" width=\"270\" height=\"240\" srcset=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag079-T4-300x266.png 300w, https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag079-T4.png 302w\" sizes=\"auto, (max-width: 270px) 100vw, 270px\" \/><\/a>Observa o tri\u00e2ngulo [CDE] e a reta <em>r<\/em>.<br \/>Reproduz o tri\u00e2ngulo [CDE] no teu caderno.<br \/>Usando r\u00e9gua, compasso ou transferidor, constr\u00f3i a imagem do tri\u00e2ngulo [CDE]:<\/p>\n<\/blockquote>\n<ol>\n<li>\n<blockquote>pela reflex\u00e3o de eixo <em>r<\/em>;<\/blockquote>\n<\/li>\n<li>\n<blockquote>pela reflex\u00e3o central de centro D;<\/blockquote>\n<\/li>\n<li>\n<blockquote>pela rota\u00e7\u00e3o de centro C e amplitude 70\u00b0, no sentido negativo;<\/blockquote>\n<\/li>\n<li>\n<blockquote>por meia volta em torno do ponto E.<\/blockquote>\n<\/li>\n<\/ol>\n<p>\u00a0<\/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\":941,\r\n\"height\":553,\r\n\"showMenuBar\":false,\r\n\"showAlgebraInput\":false,\r\n\"showToolBar\":false,\r\n\"customToolBar\":\"0 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ggbBase64 to load a material from geogebra.org\r\n\/\/ \"material_id\":\"RHYH3UQ8\",\r\n\/\/ use this instead of ggbBase64 to load a .ggb file\r\n\/\/ 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\",\r\n};\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, macro=Macros\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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