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{"id":24023,"date":"2022-12-29T19:50:06","date_gmt":"2022-12-29T19:50:06","guid":{"rendered":"https:\/\/www.acasinhadamatematica.pt\/?p=24023"},"modified":"2023-01-17T23:30:36","modified_gmt":"2023-01-17T23:30:36","slug":"quais-das-seguintes-afirmacoes-sao-falsas","status":"publish","type":"post","link":"https:\/\/www.acasinhadamatematica.pt\/?p=24023","title":{"rendered":"Quais das seguintes afirma\u00e7\u00f5es s\u00e3o falsas?"},"content":{"rendered":"\n<p><ul id='GTTabs_ul_24023' class='GTTabs' style='display:none'>\n<li id='GTTabs_li_0_24023' class='GTTabs_curr'><a  id=\"24023_0\" onMouseOver=\"GTTabsShowLinks('Enunciado'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Enunciado<\/a><\/li>\n<li id='GTTabs_li_1_24023' ><a  id=\"24023_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_24023'>\n<span class='GTTabs_titles'><b>Enunciado<\/b><\/span><\/p>\n<p>Quais das seguintes afirma\u00e7\u00f5es s\u00e3o falsas?<br \/>Nesses casos, apresenta um contra exemplo.<\/p>\n<ol style=\"list-style-type: upper-alpha;\">\n<li>Toda a semelhan\u00e7a \u00e9 uma isometria.<\/li>\n<li>Se dois tri\u00e2ngulos equil\u00e1teros s\u00e3o iguais, ent\u00e3o um \u00e9 sempre o transformado do outro por uma transla\u00e7\u00e3o.<\/li>\n<li>Numa reflex\u00e3o axial, um segmento de reta \u00e9 sempre transformado num segmento de reta paralelo.<\/li>\n<li>Numa meia-volta, um segmento de reta \u00e9 sempre transformado num segmento de reta paralelo.<\/li>\n<li>Se dois pent\u00e1gonos s\u00e3o semelhantes, ent\u00e3o um \u00e9 sempre a imagem do outro por uma transla\u00e7\u00e3o.<\/li>\n<\/ol>\n<p><div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_next'><a href='#GTTabs_ul_24023' onClick='GTTabs_show(1,24023)'>Resolu\u00e7\u00e3o &gt;&gt;<\/a><\/span><\/div><\/div>\n\n<div class='GTTabs_divs' id='GTTabs_1_24023'>\n<span class='GTTabs_titles'><b>Resolu\u00e7\u00e3o<\/b><\/span><!--more--><\/p>\n<blockquote>\n<p>Quais das seguintes afirma\u00e7\u00f5es s\u00e3o falsas?<br \/>Nesses casos, apresenta um contra exemplo.<\/p>\n<\/blockquote>\n<ol style=\"list-style-type: upper-alpha;\">\n<li>\n<blockquote>Toda a semelhan\u00e7a \u00e9 uma isometria.<\/blockquote>\n<\/li>\n<li>\n<blockquote>Se dois tri\u00e2ngulos equil\u00e1teros s\u00e3o iguais, ent\u00e3o um \u00e9 sempre o transformado do outro por uma transla\u00e7\u00e3o.<\/blockquote>\n<\/li>\n<li>\n<blockquote>Numa reflex\u00e3o axial, um segmento de reta \u00e9 sempre transformado num segmento de reta paralelo.<\/blockquote>\n<\/li>\n<li>\n<blockquote>Numa meia-volta, um segmento de reta \u00e9 sempre transformado num segmento de reta paralelo.<\/blockquote>\n<\/li>\n<li>\n<blockquote>Se dois pent\u00e1gonos s\u00e3o semelhantes, ent\u00e3o um \u00e9 sempre a imagem do outro por uma transla\u00e7\u00e3o.<\/blockquote>\n<\/li>\n<\/ol>\n<p>\u00a0<\/p>\n<table style=\"border-collapse: collapse;\">\n<tbody>\n<tr>\n<td><strong>Afirma\u00e7\u00e3o<\/strong><\/td>\n<td><strong>Valor l\u00f3gico<\/strong><\/td>\n<td><strong>Coment\u00e1rio<\/strong><\/td>\n<\/tr>\n<tr>\n<td>A<\/td>\n<td>Falso<\/td>\n<td style=\"text-align: left;\">Explora a anima\u00e7\u00e3o dos tri\u00e2ngulos [ABC] e [A&#8217;B&#8217;C&#8217;].<\/td>\n<\/tr>\n<tr>\n<td>B<\/td>\n<td>Falso<\/td>\n<td style=\"text-align: left;\">Explora a anima\u00e7\u00e3o dos tri\u00e2ngulos T1 e T2.<\/td>\n<\/tr>\n<tr>\n<td>C<\/td>\n<td>Falso<\/td>\n<td style=\"text-align: left;\">Explora a anima\u00e7\u00e3o dos segmentos de reta [IJ] e [I&#8217;J&#8217;].<\/td>\n<\/tr>\n<tr>\n<td>D<\/td>\n<td>Verdade<\/td>\n<td style=\"text-align: left;\">Explora a anima\u00e7\u00e3o dos segmentos de reta [PQ] e [P&#8217;Q&#8217;].<\/td>\n<\/tr>\n<tr>\n<td>E<\/td>\n<td>Falso<\/td>\n<td style=\"text-align: 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8KLpl5wZEOx6BkbuY\/o9yW7H0499IUSEyQe+3dojCK\/VJ+zPlp8iQKhuXjDJen7iSdxlm8ALWLTZtOwlHgZfKQCSo41YOrfnR9bs2QtHm9u5l4paT0RxkfCLQIFWCmRvmxb49ZGlOzMhXO0uAsRZ6HybR8Tgwgo\/zYt8csFYiqrVreUlK0Ehel+Amy13m\/KGyLkXPjok9DP31RXKT+4Oq2peYFS38hWfU8yd3laSoN0UKS\/iMP28z5\/1bO3116qWviCHBrhaOVEvAvdbS2Ajwjuke5ZigEeRwNPduXmU1fe3505cWhF+T9CgRnGk0Tm7zS5aCXnbnp5Uk4fOuNQGuducZupNAQm\/S2MUNv4I\/hRXs\/Z8o1UvQTAGPvDr1R7BWA2spYHnONg5IJ9NVhcul5acmm7VLVZFljiuofgW8SeJlFHPugVbtZCDt2r6ES5gy64sRCal5LBrE\/Mb0E9cHIXXm3HQHwNhkNqyrCqBNo4cDoa6A0NXSCopmml1GcRXpuau4YLRJ4YwjrUJr1iKxTlaJxkgWMRgZQ1H8Parc0s\/Z5rrQ\/GJ80azGkKjuBUlkfMIe8IyE3mFxmUpEDFLg3RlcZbERxBzJ+WdJfdIsQCMqakmNi8PY8K9O24iQL928yTVCRgqw9puvXSrF3Z4jJ+UrQta0husl5+P2WhMMcrRW4PXkY3F5fXCReaurfpczWn+4UrF2S44o3w\/XpQ+Oao8p2ClW6GtRBNB674RCFmet8FgU3oyjs3HptLjadHbnEyC5yqYHaAjhNi+cpsQkGNgG4cS54RX1bVF7AHP5sUSVDpFO3g+kl2JvQSxLT3vwlbE9+8IdDz3qb0cQd+Cm0kSidezQLhSDXigukwJpuYnyZhhSINlppscwm3shclRUarJDaigSsW9O2+nN67Qe+G980rOT2RICEBEaST0NjW73M4jSt8ZXnTYzP9Tp8F7thYkZlZ81wkrpxVc6H3oU7DdLcRwyHix41O4JVM7\/bG62ocvdU3Q9VhYFlOVNd3Jaq\/p6q+6GqW3arwhvi7az2tw9ttbuUW7utd8pul95QV6xrub\/1A3Dc5xtuau3ytw3DffJXdxIl\/7PKUNcc\/\/yV3XD\/Z\/Cla+JbwOtshe6TFeg+aY\/uk4dEt9otZIYPWdotNgS\/FO7tZPvpCvSftkf\/6W6gj9dQSRtiL9pCvyAgyIGyYUF5QWuoz4QI1VcG1Vfc8sIEDeuxNhs6VIj7cwUQa0ns3uG5I4eHz\/o7ZKXD04gj9ow9RDQhi2iCtQ8n9ozda1BRdjJeBBUrKaub8WcPbcDLqELtVFTBZoFtOcb63UPjKiyqzk6hqtdAdR2f6pl1jb6zThFreFDv8kHWC5tgZP2lSzjw48737Rymd59+rHWpMGT6cGSW4uUTpZ\/cUbpYS31vUN+9El9mdos4g7a2uqPdJOwWpEfFFygvxjChChPtUEocXvi53Kn+aGrp5D3JCSaSCMLMDL5sR+7lntx7jVoWcCtw9Ydo6yFT2nMczDTBQiophVZtnITvt3ESpM6INYe+Pdw5sxsPnNTBovm8ah1ZJsV6LsBLP46jeL4H8H3D9D9rP5T1bFHQUl\/h80DjtC18q9qPlVxQPhJTwTFTmnMG8rkm5kOL0Qzq1YGpJvY\/tEH9h63wvjvpn4Gbrwm37KmalOdrGsAGCOJgQTXTjMLJFjJeeLE\/NP1b2tKHpY\/dh63L1umOTLnce4BFCmdyw7D1+Z8WuGK0X68bmZ7nflq9z57aLvu80WX95T121uvzt\/L66itrN2bhUXl25VjZsjhrDa2cM3x9cu0nDZZP23sfp49ikhi3HtmZC+7zZeA+bw\/u80cBbqGbutsqp6r79nzB7KO\/DsoNdbX9uP9eW82bPSuUVXfuqND1JIZWGjOZIzwEMb4Ge\/nl9ZenX6G\/oesvn3\/1FTpE9uPmGRLD6diLzRfe5cumDlCraV43Qgv3bB26SBEbcwcTIgldXd0fi+oOURf5Bwh\/1al342al6\/37x889iMCO1EooSYVURBCxcl13A8MXtxj+bSMMX3zeGBLdczAj5hMrxRnVKyFcR1P+aHXki4Z2jNvpxXgby1N8RdVWM1Ym13S+dutPozcLPwRUl8aScs0V11Jk3\/P+XkK3oVd\/usBkvm8nFO931renZXD1mdFeTCwW3R4EfzOmny93jq7aMX21Z\/qumSZylmo6b81Dneuy3jNsv7dsxw2eX7YJMl5+5gYUU26mrrRSjnbA6GgbbJQmFNMerz\/fCOyrRWC\/agP2q88bbIYVM2BLxhyplFSsDjbFvKcdxzFf+iotCBHLwc4+054B+pUF+qVd\/HDawPv\/\/70c8Oyj3RJPSG1H5IrvwfPYwGZbjRZ6QmEFLaNSOVw7Um7gX9B56seNB7dIkxzTTbXqYq9q3aFo0p6S3Ky8spS8bFLyn1aU\/GdPyQpKlqmQNzsyHHT\/n7gW3yBtODtw9mcFjqgcOLVdWPnGqoGzRv8P2vmVwc76lZ9r3NgtF3wWI25arl6b2JwhDxrU\/trGu\/l1K2LLbVfM5H\/fTrc+eB9b2w11svVTYK6YIlprrvMBUDPNLgRlSmopHbJe\/3sdp5fRKArd4AWI6QxJvy6bZRgv58tIfUnHeCtndGf6ofdbaDNI7I41\/ngS+JCm0UkaG080OdsoNLBMZKSMG4S8btOBXj\/IkqrbEbf8W8BPMg00v4N01x7qfBulzU8Dc5NENP6\/f1nv9HWDgTftJ97e7MbngcXXBeRT8CF7ZpUnEVpxBqGcY0eewZI49R+5BT1na9Bz1p6es8cwL0rJfAK2ddKqs6RnCwYCg01mSYMWs6Q7bzR2yHljM0sf87WP5dwpw0ZQOFeSMsIYdvgWzvubBRIRtpOFcGel4LMdGtYVF94s0eaECkkpw9yuwuwSIYwgUMm4owTBasXg2nw5OFuuGSbt5GCyl4M7nyLg5TDHjH3I5YAqs2xfK0IIxZIz3fgkY8YyuzczMvBtscvXLPu\/LWc\/hpwKZn+7k1jvE3NPG9zfLduV4ELMBBfZjc14aW67lqzPS7LnZS4vxSZTZOV020JeThq8pOvzku55qfFSjEkW27R15+zTVuflqR8PGlMTrxeNSXrLqRlEYWXtmHdnZmyrSGIjcmaHP8zW2P4FNM4+9Ude+AFaFMWAO87xvsGFoiruXJMiFr8hBSmkDEK+OBq7aexfo5Mi\/UmR6sR8wkyNrZJaOlpyTrFmcJ\/lRZxw47vMif5PxBorWpaR\/qZB+uCfpA3tJvme+G2IFwqIFw53KJMQmTC+BfHLIv63Dz0UQ6wRwctYvP8ZsWI1yYZbFJ8\/NKr5Z2dyp1Bla2z8vM42D2+tljq3A1+ioazOim0e\/knyjR6yE7PVQ3YC3cfPTqC7vM9O5HHnHRzUcecnOOjjzs+rRs3qH9KdPfRmEJjWNsnZZK58hYA3doPYUsUvq\/J2Hyo\/9g0hiln67LOPVpyNdpazR7ptQJf1NOaUSiwF0VgSlrvmYNWxVI5SYMOVduy2AYSQ7E94cGnGKsGor1i+0tgSYk\/vvW\/eywQh3PyxNAI+euam2bmeGsFORq\/5qy6UUYW5gzWwy9qx6+\/Zve8Nz+vkErWE3C4Df5xjCV0dursjSGMuYcXi\/z279z05VNfMXC5TzV2CSY9pigmT3DFDxo05gmXxwLvHuaMLI42ukM2vNWxe+wjqp8eJGC0mo3SPCMGkwoozgQVeuBhgGUg\/P\/Cqli6xa02WB+93DSHvKckcZv6CocCYkrlCt3CDlWV4\/vLQYbvaxZ30aWM30c12Gy\/CcoIOEbOB+S\/N2L3lFjZnD72FzaeIvFdNm\/xigfy5gd7VqmHa6sTJ1ZYux+ObOnGaSiSbeKzrG5xv4Mc0OIgKiIeYjbHm\/n1rsvhTg8WgDYvBnsUZFglt2tbKsAnDqqeo1tgxW58R2vTU1yTuXYO4cRvixnviVnQ\/ln9bMSfcopL3KDffb3MgmTG9KYnnDRLDNiSGexJnSCxmTord4omcM0y5JjlvG+RM2pAz2ZOzgJxyAkbMWRxwWP3zpuZ65EXZ32T95r9QSwcIrt2Yt4wQAABThAAAUEsBAhQAFAAICAgAFr2dVdY3vbkZAAAAFwAAABYAAAAAAAAAAAAAAAAAAAAAAGdlb2dlYnJhX2phdmFzY3JpcHQuanNQSwECFAAUAAgICAAWvZ1VCDc2WR8FAABcJgAAFwAAAAAAAAAAAAAAAABdAAAAZ2VvZ2VicmFfZGVmYXVsdHMyZC54bWxQSwECFAAUAAgICAAWvZ1VmMKOPXEDAACPEQAAFwAAAAAAAAAAAAAAAADBBQAAZ2VvZ2VicmFfZGVmYXVsdHMzZC54bWxQSwECFAAUAAgICAAWvZ1Vrt2Yt4wQAABThAAADAAAAAAAAAAAAAAAAAB3CQAAZ2VvZ2VicmEueG1sUEsFBgAAAAAEAAQACAEAAD0aAAAAAA==\",\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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\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class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_prev'><a href='#GTTabs_ul_24023' onClick='GTTabs_show(0,24023)'>&lt;&lt; Enunciado<\/a><\/span><\/div><\/div>\n\n","protected":false},"excerpt":{"rendered":"<p>Enunciado Resolu\u00e7\u00e3o Enunciado Quais das seguintes afirma\u00e7\u00f5es s\u00e3o falsas?Nesses casos, apresenta um contra exemplo. Toda a semelhan\u00e7a \u00e9 uma isometria. Se dois tri\u00e2ngulos equil\u00e1teros s\u00e3o iguais, ent\u00e3o um \u00e9 sempre o transformado do outro&#46;&#46;&#46;<\/p>\n","protected":false},"author":1,"featured_media":24029,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[100,97,685],"tags":[424,67,686,690,691,382,381,688],"series":[],"class_list":["post-24023","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-isometria","tag-reflexao-axial","tag-reflexao-deslizante","tag-rotacao","tag-translacao","tag-vetores"],"views":146,"jetpack_featured_media_url":"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag103-9_520x245.png","jetpack_sharing_enabled":true,"jetpack_likes_enabled":true,"_links":{"self":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/24023","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=24023"}],"version-history":[{"count":0,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/24023\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/media\/24029"}],"wp:attachment":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=24023"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=24023"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=24023"},{"taxonomy":"series","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fseries&post=24023"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}