{"id":24107,"date":"2023-01-01T22:06:13","date_gmt":"2023-01-01T22:06:13","guid":{"rendered":"https:\/\/www.acasinhadamatematica.pt\/?p=24107"},"modified":"2023-01-17T23:34:10","modified_gmt":"2023-01-17T23:34:10","slug":"reproduz-as-figuras-seguintes","status":"publish","type":"post","link":"https:\/\/www.acasinhadamatematica.pt\/?p=24107","title":{"rendered":"Reproduz as figuras seguintes"},"content":{"rendered":"\n<p><ul id='GTTabs_ul_24107' class='GTTabs' style='display:none'>\n<li id='GTTabs_li_0_24107' class='GTTabs_curr'><a  id=\"24107_0\" onMouseOver=\"GTTabsShowLinks('Enunciado'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Enunciado<\/a><\/li>\n<li id='GTTabs_li_1_24107' ><a  id=\"24107_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_24107'>\n<span class='GTTabs_titles'><b>Enunciado<\/b><\/span><\/p>\n<p>Reproduz as figuras seguintes.<\/p>\n<p>Constr\u00f3i a imagem de cada um das figuras pela transla\u00e7\u00e3o que ao ponto A faz corresponder o ponto A&#8217;.<\/p>\n<p><a href=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag107-2.png\"><img loading=\"lazy\" decoding=\"async\" data-attachment-id=\"24109\" data-permalink=\"https:\/\/www.acasinhadamatematica.pt\/?attachment_id=24109\" data-orig-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag107-2.png\" data-orig-size=\"419,926\" 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_Pag107-2\" data-image-description=\"\" data-image-caption=\"\" data-large-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag107-2.png\" class=\"aligncenter wp-image-24109\" src=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag107-2-136x300.png\" alt=\"\" width=\"400\" height=\"884\" srcset=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag107-2-136x300.png 136w, https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag107-2.png 419w\" sizes=\"auto, (max-width: 400px) 100vw, 400px\" \/><\/a><\/p>\n<p><div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_next'><a href='#GTTabs_ul_24107' onClick='GTTabs_show(1,24107)'>Resolu\u00e7\u00e3o &gt;&gt;<\/a><\/span><\/div><\/div>\n\n<div class='GTTabs_divs' id='GTTabs_1_24107'>\n<span class='GTTabs_titles'><b>Resolu\u00e7\u00e3o<\/b><\/span><!--more--><\/p>\n<p>\u00a0<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\":883,\r\n\"height\":513,\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 , 6\",\r\n\"showToolBarHelp\":false,\r\n\"showResetIcon\":true,\r\n\"enableLabelDrags\":false,\r\n\"enableShiftDragZoom\":true,\r\n\"enableRightClick\":false,\r\n\"errorDialogsActive\":false,\r\n\"useBrowserForJS\":false,\r\n\"allowStyleBar\":false,\r\n\"preventFocus\":false,\r\n\"showZoomButtons\":true,\r\n\"capturingThreshold\":3,\r\n\/\/ add code here to run when the applet starts\r\n\"appletOnLoad\":function(api){ \/* api.evalCommand('Segment((1,2),(3,4))');*\/ },\r\n\"showFullscreenButton\":true,\r\n\"scale\":1,\r\n\"disableAutoScale\":false,\r\n\"allowUpscale\":false,\r\n\"clickToLoad\":false,\r\n\"appName\":\"classic\",\r\n\"buttonRounding\":0.7,\r\n\"buttonShadows\":false,\r\n\"language\":\"pt\",\r\n\/\/ use this instead of 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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','data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWgAAAA+CAMAAAAxm3G5AAACPVBMVEUAAAD\/\/\/\/Ly8v\/\/\/+UlJT\/\/\/\/\/\/\/\/\/\/\/\/z8\/P\/\/\/+wsLDi4uJubm78\/Pz4+Pj\/\/\/\/\/\/\/\/\/\/\/96enrs7Oy+vr7\/\/\/\/\/\/\/\/\/\/\/\/\/\/\/\/X19eGhoaUlJT\/\/\/\/\/\/\/+hoaH\/\/\/\/\/\/\/\/\/\/\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','data:image\/png;base64,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class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_prev'><a href='#GTTabs_ul_24107' onClick='GTTabs_show(0,24107)'>&lt;&lt; Enunciado<\/a><\/span><\/div><\/div>\n\n","protected":false},"excerpt":{"rendered":"<p>Enunciado Resolu\u00e7\u00e3o Enunciado Reproduz as figuras seguintes. Constr\u00f3i a imagem de cada um das figuras pela transla\u00e7\u00e3o que ao ponto A faz corresponder o ponto A&#8217;. Resolu\u00e7\u00e3o &gt;&gt; Resolu\u00e7\u00e3o &lt;&lt; Enunciado<\/p>\n","protected":false},"author":1,"featured_media":24110,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[100,97,685],"tags":[424,67,381,688],"series":[],"class_list":["post-24107","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-8--ano","category-aplicando","category-isometrias","tag-8-o-ano","tag-geometria","tag-translacao","tag-vetores"],"views":169,"jetpack_featured_media_url":"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag107-2_520x245.png","jetpack_sharing_enabled":true,"jetpack_likes_enabled":true,"_links":{"self":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/24107","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=24107"}],"version-history":[{"count":0,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/24107\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/media\/24110"}],"wp:attachment":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=24107"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=24107"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=24107"},{"taxonomy":"series","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fseries&post=24107"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}