{"id":24197,"date":"2023-01-05T21:19:35","date_gmt":"2023-01-05T21:19:35","guid":{"rendered":"https:\/\/www.acasinhadamatematica.pt\/?p=24197"},"modified":"2023-01-17T23:40:37","modified_gmt":"2023-01-17T23:40:37","slug":"que-figuras-foram-obtidas-por-uma-isometria","status":"publish","type":"post","link":"https:\/\/www.acasinhadamatematica.pt\/?p=24197","title":{"rendered":"Que figuras foram obtidas por uma isometria?"},"content":{"rendered":"\n<p><ul id='GTTabs_ul_24197' class='GTTabs' style='display:none'>\n<li id='GTTabs_li_0_24197' class='GTTabs_curr'><a  id=\"24197_0\" onMouseOver=\"GTTabsShowLinks('Enunciado'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Enunciado<\/a><\/li>\n<li id='GTTabs_li_1_24197' ><a  id=\"24197_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_24197'>\n<span class='GTTabs_titles'><b>Enunciado<\/b><\/span><\/p>\n<p>Que figuras foram obtidas a partir da figura A por meio de uma isometria?<br \/>Que isometria foi aplicada em cada caso?<\/p>\n<p><a href=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag110-16.png\"><img loading=\"lazy\" decoding=\"async\" data-attachment-id=\"24198\" data-permalink=\"https:\/\/www.acasinhadamatematica.pt\/?attachment_id=24198\" data-orig-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag110-16.png\" data-orig-size=\"536,210\" 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_Pag110-16\" data-image-description=\"\" data-image-caption=\"\" data-large-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag110-16.png\" class=\"wp-image-24198 aligncenter\" src=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag110-16-300x118.png\" alt=\"\" width=\"460\" height=\"180\" srcset=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag110-16-300x118.png 300w, https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag110-16.png 536w\" sizes=\"auto, (max-width: 460px) 100vw, 460px\" \/><\/a><\/p>\n<p><div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_next'><a href='#GTTabs_ul_24197' onClick='GTTabs_show(1,24197)'>Resolu\u00e7\u00e3o &gt;&gt;<\/a><\/span><\/div><\/div>\n\n<div class='GTTabs_divs' id='GTTabs_1_24197'>\n<span class='GTTabs_titles'><b>Resolu\u00e7\u00e3o<\/b><\/span><!--more--><\/p>\n<p>As figuras B, D e E foram obtidas a partir da figura A por meio de uma isometria, respetivamente:<\/p>\n<ul>\n<li>transla\u00e7\u00e3o de vetor \\({\\vec u}\\);<\/li>\n<li>reflex\u00e3o axial de eixo \\(r\\);<\/li>\n<li>rota\u00e7\u00e3o de centro \\(O\\) e amplitude 90\u00b0, no sentido positivo.<\/li>\n<\/ul>\n<p>Execute a anima\u00e7\u00e3o seguinte.<br \/>Depois, desfa\u00e7a a sobreposi\u00e7\u00e3o das imagens e tente seguidamente coloc\u00e1-las no s\u00edtio adequado.<\/p>\n<p><br \/><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\":871,\r\n\"height\":515,\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\/\/ \"filename\":\"myfile.ggb\",\r\n\"ggbBase64\":\"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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,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','data:image\/png;base64,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');\r\n<\/script><\/p>\n<div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_prev'><a href='#GTTabs_ul_24197' onClick='GTTabs_show(0,24197)'>&lt;&lt; Enunciado<\/a><\/span><\/div><\/div>\n\n","protected":false},"excerpt":{"rendered":"<p>Enunciado Resolu\u00e7\u00e3o Enunciado Que figuras foram obtidas a partir da figura A por meio de uma isometria?Que isometria foi aplicada em cada caso? Resolu\u00e7\u00e3o &gt;&gt; Resolu\u00e7\u00e3o &lt;&lt; Enunciado<\/p>\n","protected":false},"author":1,"featured_media":24199,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[100,97,685],"tags":[424,67,690,382,381],"series":[],"class_list":["post-24197","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-reflexao-axial","tag-rotacao","tag-translacao"],"views":168,"jetpack_featured_media_url":"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2023\/01\/8_Pag110-16_520x245.png","jetpack_sharing_enabled":true,"jetpack_likes_enabled":true,"_links":{"self":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/24197","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=24197"}],"version-history":[{"count":0,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/24197\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/media\/24199"}],"wp:attachment":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=24197"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=24197"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=24197"},{"taxonomy":"series","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fseries&post=24197"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}