{"id":14718,"date":"2018-04-19T23:40:03","date_gmt":"2018-04-19T22:40:03","guid":{"rendered":"https:\/\/www.acasinhadamatematica.pt\/?p=14718"},"modified":"2022-01-09T23:01:05","modified_gmt":"2022-01-09T23:01:05","slug":"resolve-graficamente-as-equacoes-seguintes","status":"publish","type":"post","link":"https:\/\/www.acasinhadamatematica.pt\/?p=14718","title":{"rendered":"Resolve graficamente as equa\u00e7\u00f5es seguintes"},"content":{"rendered":"<p><ul id='GTTabs_ul_14718' class='GTTabs' style='display:none'>\n<li id='GTTabs_li_0_14718' class='GTTabs_curr'><a  id=\"14718_0\" onMouseOver=\"GTTabsShowLinks('Enunciado'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Enunciado<\/a><\/li>\n<li id='GTTabs_li_1_14718' ><a  id=\"14718_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_14718'>\n<span class='GTTabs_titles'><b>Enunciado<\/b><\/span><\/p>\n<p>Resolve graficamente as equa\u00e7\u00f5es seguintes.<\/p>\n<ol>\n<li>\\(2{x^2} + 5x &#8211; 3 = 0\\)<\/li>\n<li>\\( &#8211; {x^2} &#8211; 4x + 5 = 0\\)<\/li>\n<li>\\(4{x^2} &#8211; 2x &#8211; 2 = 0\\)<\/li>\n<\/ol>\n<p><div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_next'><a href='#GTTabs_ul_14718' onClick='GTTabs_show(1,14718)'>Resolu\u00e7\u00e3o &gt;&gt;<\/a><\/span><\/div><\/div>\n\n<div class='GTTabs_divs' id='GTTabs_1_14718'>\n<span class='GTTabs_titles'><b>Resolu\u00e7\u00e3o<\/b><\/span><!--more--><\/p>\n<ol>\n<li>\\(2{x^2} + 5x &#8211; 3 = 0\\)<br \/>\n\\[\\begin{array}{*{20}{l}}{2{x^2} + 5x &#8211; 3 = 0}&amp; \\Leftrightarrow &amp;{\\underbrace {2{x^2}}_{f\\left( x \\right)} = \\underbrace { &#8211; 5x + 3}_{g\\left( x \\right)}}\\end{array}\\]<\/li>\n<li>\\( &#8211; {x^2} &#8211; 4x + 5 = 0\\)<br \/>\n\\[\\begin{array}{*{20}{l}}{ &#8211; {x^2} &#8211; 4x + 5 = 0}&amp; \\Leftrightarrow &amp;{\\underbrace { &#8211; {x^2}}_{h\\left( x \\right)} = \\underbrace {4x &#8211; 5}_{j\\left( x \\right)}}\\end{array}\\]<\/li>\n<li>\\(4{x^2} &#8211; 2x &#8211; 2 = 0\\)<br \/>\n\\[\\begin{array}{*{20}{l}}{4{x^2} &#8211; 2x &#8211; 2 = 0}&amp; \\Leftrightarrow &amp;{\\underbrace {4{x^2}}_{m\\left( x \\right)} = \\underbrace {2x + 2}_{n\\left( x \\right)}}\\end{array}\\]<\/li>\n<\/ol>\n<p>\u00ad<\/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\":720,\r\n\"height\":590,\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\":false,\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\"showFullscreenButton\":true,\r\n\"scale\":1,\r\n\"disableAutoScale\":false,\r\n\"clickToLoad\":false,\r\n\"appName\":\"classic\",\r\n\"showSuggestionButtons\":true,\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': 0,'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><\/p>\n<div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_prev'><a href='#GTTabs_ul_14718' onClick='GTTabs_show(0,14718)'>&lt;&lt; Enunciado<\/a><\/span><\/div><\/div>\n\n","protected":false},"excerpt":{"rendered":"<p>Enunciado Resolu\u00e7\u00e3o Enunciado Resolve graficamente as equa\u00e7\u00f5es seguintes. \\(2{x^2} + 5x &#8211; 3 = 0\\) \\( &#8211; {x^2} &#8211; 4x + 5 = 0\\) \\(4{x^2} &#8211; 2x &#8211; 2 = 0\\) Resolu\u00e7\u00e3o &gt;&gt; Resolu\u00e7\u00e3o&#46;&#46;&#46;<\/p>\n","protected":false},"author":1,"featured_media":14722,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[213,97,249],"tags":[426,345,499,500],"series":[],"class_list":["post-14718","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-9--ano","category-aplicando","category-proporcionalidade-inversa-e-funcoes-algebricas","tag-9-o-ano","tag-funcao-afim","tag-funcao-quadratica","tag-parabola"],"views":2985,"jetpack_featured_media_url":"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2018\/04\/9V2Pag113-8a.png","jetpack_sharing_enabled":true,"jetpack_likes_enabled":true,"_links":{"self":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/14718","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=14718"}],"version-history":[{"count":0,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/14718\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/media\/14722"}],"wp:attachment":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=14718"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=14718"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=14718"},{"taxonomy":"series","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fseries&post=14718"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}