{"id":23826,"date":"2022-12-23T19:59:41","date_gmt":"2022-12-23T19:59:41","guid":{"rendered":"https:\/\/www.acasinhadamatematica.pt\/?p=23826"},"modified":"2023-01-04T08:17:30","modified_gmt":"2023-01-04T08:17:30","slug":"translacoes","status":"publish","type":"post","link":"https:\/\/www.acasinhadamatematica.pt\/?p=23826","title":{"rendered":"Transla\u00e7\u00f5es"},"content":{"rendered":"\n<p><ul id='GTTabs_ul_23826' class='GTTabs' style='display:none'>\n<li id='GTTabs_li_0_23826' class='GTTabs_curr'><a  id=\"23826_0\" onMouseOver=\"GTTabsShowLinks('Enunciado'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Enunciado<\/a><\/li>\n<li id='GTTabs_li_1_23826' ><a  id=\"23826_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_23826'>\n<span class='GTTabs_titles'><b>Enunciado<\/b><\/span><\/p>\n<p>Em cada caso, desenha, no teu caderno, o transformado da figura pela transla\u00e7\u00e3o de vetor \\({\\vec u}\\).<\/p>\n<p><a href=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag087-T6.png\"><img loading=\"lazy\" decoding=\"async\" data-attachment-id=\"23828\" data-permalink=\"https:\/\/www.acasinhadamatematica.pt\/?attachment_id=23828\" data-orig-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag087-T6.png\" data-orig-size=\"1037,264\" 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_Pag087-T6\" data-image-description=\"\" data-image-caption=\"\" data-large-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag087-T6-1024x261.png\" class=\"aligncenter wp-image-23828\" src=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag087-T6-300x76.png\" alt=\"\" width=\"860\" height=\"219\" srcset=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag087-T6-300x76.png 300w, https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag087-T6-1024x261.png 1024w, https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag087-T6-768x196.png 768w, https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag087-T6.png 1037w\" sizes=\"auto, (max-width: 860px) 100vw, 860px\" \/><\/a><\/p>\n<p><div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_next'><a href='#GTTabs_ul_23826' onClick='GTTabs_show(1,23826)'>Resolu\u00e7\u00e3o &gt;&gt;<\/a><\/span><\/div><\/div>\n\n<div class='GTTabs_divs' id='GTTabs_1_23826'>\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\":837,\r\n\"height\":494,\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};\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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','data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWgAAAA+CAMAAAAxm3G5AAACPVBMVEUAAAD\/\/\/\/Ly8v\/\/\/+UlJT\/\/\/\/\/\/\/\/\/\/\/\/z8\/P\/\/\/+wsLDi4uJubm78\/Pz4+Pj\/\/\/\/\/\/\/\/\/\/\/96enrs7Oy+vr7\/\/\/\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class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_prev'><a href='#GTTabs_ul_23826' onClick='GTTabs_show(0,23826)'>&lt;&lt; Enunciado<\/a><\/span><\/div><\/div>\n\n","protected":false},"excerpt":{"rendered":"<p>Enunciado Resolu\u00e7\u00e3o Enunciado Em cada caso, desenha, no teu caderno, o transformado da figura pela transla\u00e7\u00e3o de vetor \\({\\vec u}\\). 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