{"id":13176,"date":"2018-01-04T16:13:39","date_gmt":"2018-01-04T16:13:39","guid":{"rendered":"https:\/\/www.acasinhadamatematica.pt\/?p=13176"},"modified":"2022-01-16T22:13:02","modified_gmt":"2022-01-16T22:13:02","slug":"o-patusco","status":"publish","type":"post","link":"https:\/\/www.acasinhadamatematica.pt\/?p=13176","title":{"rendered":"O Patusco"},"content":{"rendered":"<p><ul id='GTTabs_ul_13176' class='GTTabs' style='display:none'>\n<li id='GTTabs_li_0_13176' class='GTTabs_curr'><a  id=\"13176_0\" onMouseOver=\"GTTabsShowLinks('Enunciado'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Enunciado<\/a><\/li>\n<li id='GTTabs_li_1_13176' ><a  id=\"13176_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_13176'>\n<span class='GTTabs_titles'><b>Enunciado<\/b><\/span><\/p>\n<p><a href=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2018\/01\/Patusco1.png\"><img loading=\"lazy\" decoding=\"async\" data-attachment-id=\"13177\" data-permalink=\"https:\/\/www.acasinhadamatematica.pt\/?attachment_id=13177\" data-orig-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2018\/01\/Patusco1.png\" data-orig-size=\"580,594\" 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=\"Patusco\" data-image-description=\"\" data-image-caption=\"\" data-large-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2018\/01\/Patusco1.png\" class=\"alignright size-medium wp-image-13177\" src=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2018\/01\/Patusco1-293x300.png\" alt=\"\" width=\"293\" height=\"300\" srcset=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2018\/01\/Patusco1-293x300.png 293w, https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2018\/01\/Patusco1.png 580w\" sizes=\"auto, (max-width: 293px) 100vw, 293px\" \/><\/a>O Patusco \u00e9 o c\u00e3o da fam\u00edlia da Joana. Na figura est\u00e1 representada a casa da Joana vista de cima. O ponto A representa o local onde o Patusco est\u00e1 preso com uma trela de 5 m de comprimento.<\/p>\n<ol>\n<li>Reproduz a figura no teu caderno (representa 1 m por 1 cm).<\/li>\n<li>Recorrendo a material de desenho e de medi\u00e7\u00e3o, assinala a l\u00e1pis, no desenho, a parte do jardim que o c\u00e3o consegue alcan\u00e7ar. Explica a constru\u00e7\u00e3o efetuada.<\/li>\n<li>Quando vai ao Parque da Cidade, o Patusco fica preso a uma estaca pela trela de 3,5 m de comprimento. Em que situa\u00e7\u00e3o \u00e9 que o Patusco disp\u00f5e de maior \u00e1rea para se movimentar: em casa ou no Parque da Cidade? Explica a tua resposta.<\/li>\n<li>A Joana decidiu fazer no seu jardim um canteiro em forma de tri\u00e2ngulo. Pensou constru\u00ed-lo com os seguintes comprimentos: 10 metros, 2 metros e 7 metros. Ser\u00e1 que a Joana pode construir o canteiro? Justifica a tua resposta.<\/li>\n<\/ol>\n<p><div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_next'><a href='#GTTabs_ul_13176' onClick='GTTabs_show(1,13176)'>Resolu\u00e7\u00e3o &gt;&gt;<\/a><\/span><\/div><\/div>\n\n<div class='GTTabs_divs' id='GTTabs_1_13176'>\n<span class='GTTabs_titles'><b>Resolu\u00e7\u00e3o<\/b><\/span><!--more--><\/p>\n<blockquote>\n<p>O Patusco \u00e9 o c\u00e3o da fam\u00edlia da Joana. Na figura est\u00e1 representada a casa da Joana vista de cima. O ponto A representa o local onde o Patusco est\u00e1 preso com uma trela de 5 m de comprimento.<\/p>\n<\/blockquote>\n<ol>\n<li>\n<blockquote>\n<p>Reproduz a figura no teu caderno (representa 1 m por 1 cm).<\/p>\n<\/blockquote>\n<\/li>\n<li>\n<blockquote>\n<p>Recorrendo a material de desenho e de medi\u00e7\u00e3o, assinala a l\u00e1pis, no desenho, a parte do jardim que o c\u00e3o consegue alcan\u00e7ar. Explica a constru\u00e7\u00e3o efetuada.<\/p>\n<\/blockquote>\n<\/li>\n<li>\n<blockquote>\n<p>Quando vai ao Parque da Cidade, o Patusco fica preso a uma estaca pela trela de 3,5 m de comprimento. Em que situa\u00e7\u00e3o \u00e9 que o Patusco disp\u00f5e de maior \u00e1rea para se movimentar: em casa ou no Parque da Cidade? Explica a tua resposta.<\/p>\n<\/blockquote>\n<\/li>\n<li>\n<blockquote>\n<p>A Joana decidiu fazer no seu jardim um canteiro em forma de tri\u00e2ngulo. Pensou constru\u00ed-lo com os seguintes comprimentos: 10 metros, 2 metros e 7 metros. Ser\u00e1 que a Joana pode construir o canteiro? Justifica a tua resposta.<\/p>\n<\/blockquote>\n<\/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\":740,\r\n\"height\":587,\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\"preventFocus\":false,\r\n\"showZoomButtons\":false,\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\":12345,\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\/\/ 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, PV=Python, macro=Macro View\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>\n<p>\u00ad<\/p>\n<p>Calculemos as \u00e1reas (m<sup>2<\/sup>) em quest\u00e3o:<\/p>\n<p>\\[\\begin{array}{*{20}{c}}{\\begin{array}{*{20}{l}}{{A_{Jardim }}}&amp; = &amp;{\\frac{{\\pi \\times {5^2}}}{2} + \\frac{{\\pi \\times {3^2}}}{4}}\\\\{}&amp; = &amp;{\\frac{{25\\pi }}{2} + \\frac{{9\\pi }}{4}}\\\\{}&amp; = &amp;{\\frac{{59\\pi }}{4}}\\end{array}}&amp;{}&amp;{}&amp;{\\begin{array}{*{20}{l}}{{A_{Parque}}}&amp; = &amp;{\\pi \\times {{3,5}^2}}\\\\{}&amp; = &amp;{\\pi \\times {{\\left( {\\frac{7}{2}} \\right)}^2}}\\\\{}&amp; = &amp;{\\frac{{49\\pi }}{4}}\\end{array}}\\end{array}\\]<\/p>\n<p>Portanto, o Patusco disp\u00f5e\u00a0de maior \u00e1rea para se movimentar quando est\u00e1 no jardim de casa.<\/p>\n<p>A Joana n\u00e3o pode construir o canteiro como pensou, pois, num tri\u00e2ngulo, qualquer lado \u00e9 maior do que a diferen\u00e7a dos outros dois e esta condi\u00e7\u00e3o n\u00e3o \u00e9 satisfeita:\u00a0\\(2 &lt; 10 &#8211; 7\\).<\/p><\/p>\n<div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_prev'><a href='#GTTabs_ul_13176' onClick='GTTabs_show(0,13176)'>&lt;&lt; Enunciado<\/a><\/span><\/div><\/div>\n\n","protected":false},"excerpt":{"rendered":"<p>Enunciado Resolu\u00e7\u00e3o Enunciado O Patusco \u00e9 o c\u00e3o da fam\u00edlia da Joana. Na figura est\u00e1 representada a casa da Joana vista de cima. O ponto A representa o local onde o Patusco est\u00e1 preso&#46;&#46;&#46;<\/p>\n","protected":false},"author":1,"featured_media":20427,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[213,97,278],"tags":[426,188],"series":[],"class_list":["post-13176","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-9--ano","category-aplicando","category-circunferencia-e-poligonos","tag-9-o-ano","tag-circunferencia"],"views":1846,"jetpack_featured_media_url":"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2018\/01\/9V1Pag113-T3_520x245.png","jetpack_sharing_enabled":true,"jetpack_likes_enabled":true,"_links":{"self":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/13176","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=13176"}],"version-history":[{"count":0,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/13176\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/media\/20427"}],"wp:attachment":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=13176"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=13176"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=13176"},{"taxonomy":"series","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fseries&post=13176"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}