{"id":23410,"date":"2022-12-04T21:50:05","date_gmt":"2022-12-04T21:50:05","guid":{"rendered":"https:\/\/www.acasinhadamatematica.pt\/?p=23410"},"modified":"2022-12-11T17:41:25","modified_gmt":"2022-12-11T17:41:25","slug":"relacao-de-ordem-em-mathbbr","status":"publish","type":"post","link":"https:\/\/www.acasinhadamatematica.pt\/?p=23410","title":{"rendered":"Rela\u00e7\u00e3o de ordem em R"},"content":{"rendered":"\n<p><ul id='GTTabs_ul_23410' class='GTTabs' style='display:none'>\n<li id='GTTabs_li_0_23410' class='GTTabs_curr'><a  id=\"23410_0\" onMouseOver=\"GTTabsShowLinks('Enunciado'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Enunciado<\/a><\/li>\n<li id='GTTabs_li_1_23410' ><a  id=\"23410_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_23410'>\n<span class='GTTabs_titles'><b>Enunciado<\/b><\/span><\/p>\n<ol>\n<li>Sabendo que \\(\\sqrt {16} = 4\\) e \\(\\sqrt {25} = 5\\), escreve um n\u00famero <strong>irracional<\/strong> compreendido entre 4 e 5.<br \/>Explica a tua escolha.<br \/><br \/><\/li>\n<li>Considera os seguintes n\u00fameros.<br \/>\n<table style=\"border-collapse: collapse; width: 100%; height: 62px;\">\n<tbody>\n<tr style=\"height: 31px;\">\n<td style=\"width: 25%; height: 31px;\">\\(A \\to \\frac{1}{3}\\)<\/td>\n<td style=\"width: 25%; height: 31px;\">\\(B \\to &#8211; \\frac{1}{2}\\)<\/td>\n<td style=\"width: 25%; height: 31px;\">\\(C \\to \\frac{5}{4}\\)<\/td>\n<td style=\"width: 25%; height: 31px;\">\\(D \\to &#8211; \\sqrt 2 \\)<\/td>\n<\/tr>\n<tr style=\"height: 31px;\">\n<td style=\"width: 25%; height: 31px;\">\\(E \\to 2\\)<\/td>\n<td style=\"width: 25%; height: 31px;\">\\(F \\to &#8211; 1\\)<\/td>\n<td style=\"width: 25%; height: 31px;\">\\(G \\to 3,5\\)<\/td>\n<td style=\"width: 25%; height: 31px;\">\u00a0<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n&#8211; Representa-os na reta real.<br \/>&#8211; Escreve-os por ordem decrescente.<br \/><br \/><\/li>\n<li>Sabendo que \\(\\sqrt 8 &lt; 3\\) e que \\(3 &lt; \\pi \\), o que podemos concluir quanto \u00e0 rela\u00e7\u00e3o entre \\(\\sqrt 8 \\) e \\(\\pi \\)?<br \/><br \/><\/li>\n<li>Das afirma\u00e7\u00f5es seguintes, indica as que s\u00e3o verdadeiras.<br \/><strong>[A]<\/strong> Dados os n\u00fameros reais <em>a<\/em> e <em>b<\/em>, \\(a &lt; b\\) ou \\(a &gt; b\\) ou \\(a = b\\).<br \/><strong>[B]<\/strong> Se \\(3 &lt; 7\\) ent\u00e3o \\(7 &gt; 3\\).<br \/><strong>[C]<\/strong> Se \\(a &gt; b\\), ent\u00e3o \\(b &lt; a\\).<br \/><strong>[D]<\/strong> Se \\(7 &lt; a\\) e \\(a &lt; b\\), ent\u00e3o \\(7 &lt; b\\).<\/li>\n<\/ol>\n<p><div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_next'><a href='#GTTabs_ul_23410' onClick='GTTabs_show(1,23410)'>Resolu\u00e7\u00e3o &gt;&gt;<\/a><\/span><\/div><\/div>\n\n<div class='GTTabs_divs' id='GTTabs_1_23410'>\n<span class='GTTabs_titles'><b>Resolu\u00e7\u00e3o<\/b><\/span><!--more--><\/p>\n<ol>\n<li>Um n\u00famero <strong>irracional<\/strong> compreendido entre 4 e 5 \u00e9 \\(\\sqrt {17} \\), por exemplo.<br \/>Com efeito, \\(\\sqrt {16} &lt; \\sqrt {17} &lt; \\sqrt {25} \\Leftrightarrow 4 &lt; \\sqrt {17} &lt; 5\\).<br \/><br \/><\/li>\n<li>Os n\u00fameros seguintes est\u00e3o representados na reta real, imediatamente a seguir.<br \/>\n<table style=\"border-collapse: collapse; width: 100%;\">\n<tbody>\n<tr>\n<td style=\"width: 25%;\">\\(A \\to \\frac{1}{3}\\)<\/td>\n<td style=\"width: 25%;\">\\(B \\to &#8211; \\frac{1}{2}\\)<\/td>\n<td style=\"width: 25%;\">\\(C \\to \\frac{5}{4}\\)<\/td>\n<td style=\"width: 25%;\">\\(D \\to &#8211; \\sqrt 2 \\)<\/td>\n<\/tr>\n<tr>\n<td style=\"width: 25%;\">\\(E \\to 2\\)<\/td>\n<td style=\"width: 25%;\">\\(F \\to &#8211; 1\\)<\/td>\n<td style=\"width: 25%;\">\\(G \\to 3,5\\)<\/td>\n<td style=\"width: 25%;\">\u00a0<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<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\":852,\r\n\"height\":469,\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 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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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');\r\n<\/script><br \/>Os n\u00fameros escritos por ordem decrescente: \\(3,5 &gt; 2 &gt; \\frac{5}{4} &gt; \\frac{1}{3} &gt; &#8211; \\frac{1}{2} &gt; &#8211; 1 &gt; &#8211; \\sqrt 2 \\).<br \/><br \/><\/li>\n<li>Se \\(\\sqrt 8 &lt; 3\\) e \\(3 &lt; \\pi \\), ent\u00e3o \\(\\sqrt 8 &lt; \\pi \\).<br \/><br \/><\/li>\n<li>Todas as afirma\u00e7\u00f5es s\u00e3o verdadeiras.<br \/><strong>[A]<\/strong> Dados os n\u00fameros reais a e b, \\(a &lt; b\\) ou \\(a &gt; b\\) ou \\(a = b\\).<br \/><strong>[B]<\/strong> Se \\(3 &lt; 7\\) ent\u00e3o \\(7 &gt; 3\\).<br \/><strong>[C]<\/strong> Se \\(a &gt; b\\), ent\u00e3o \\(b &lt; a\\).<br \/><strong>[D]<\/strong> Se \\(7 &lt; a\\) e \\(a &lt; b\\), ent\u00e3o \\(7 &lt; b\\).<\/li>\n<\/ol>\n<p>\u00a0<\/p>\n<div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_prev'><a href='#GTTabs_ul_23410' onClick='GTTabs_show(0,23410)'>&lt;&lt; Enunciado<\/a><\/span><\/div><\/div>\n\n","protected":false},"excerpt":{"rendered":"<p>Enunciado Resolu\u00e7\u00e3o Enunciado Sabendo que \\(\\sqrt {16} = 4\\) e \\(\\sqrt {25} = 5\\), escreve um n\u00famero irracional compreendido entre 4 e 5.Explica a tua escolha. Considera os seguintes n\u00fameros. \\(A \\to \\frac{1}{3}\\) \\(B&#46;&#46;&#46;<\/p>\n","protected":false},"author":1,"featured_media":19173,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[100,97,682],"tags":[424,67,266],"series":[],"class_list":["post-23410","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-8--ano","category-aplicando","category-teorema-de-pitagoras","tag-8-o-ano","tag-geometria","tag-numeros-reais"],"views":434,"jetpack_featured_media_url":"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2021\/12\/Mat64.png","jetpack_sharing_enabled":true,"jetpack_likes_enabled":true,"_links":{"self":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/23410","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=23410"}],"version-history":[{"count":0,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/23410\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=23410"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=23410"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=23410"},{"taxonomy":"series","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fseries&post=23410"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}