{"id":18273,"date":"2024-12-04T10:27:15","date_gmt":"2024-12-04T13:27:15","guid":{"rendered":"https:\/\/hangarmma.com.br\/blog\/?post_type=glossary&#038;p=18273"},"modified":"2024-12-04T10:27:16","modified_gmt":"2024-12-04T13:27:16","slug":"sistema-de-numeros-hexadecimais","status":"publish","type":"glossary","link":"https:\/\/hangarmma.com.br\/blog\/sistema-de-numeros-hexadecimais\/","title":{"rendered":"Sistema de N\u00fameros Hexadecimais"},"content":{"rendered":"<p class=\"wp-block-paragraph\">Sistema <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">Hexadecimal<\/a><\/p>\n\n\n\n<p class=\"wp-block-paragraph\">O sistema de n&uacute;meros hexadecimais &eacute; baseado na <a class=\"glossaryLink\"  aria-describedby=\"tt\"  data-cmtooltip=\"cmtt_b2cc1dc32dcd28dea2c5a1827ef2bbd7\"  data-link=\"https:\/\/hangarmma.com.br\/blog\/base\/\"  href=\"https:\/\/hangarmma.com.br\/blog\/base\/\"  target=\"_blank\"  data-mobile-support=\"0\"  data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex='0' role='link'>base<\/a> 16 e utiliza 16 s&iacute;mbolos diferentes para representar valores. Os d&iacute;gitos de 0 a 9 s&atilde;o usados para os primeiros dez valores, enquanto as letras de A a F representam os valores de 10 a 15. Essa caracter&iacute;stica torna o sistema <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">hexadecimal<\/a> altamente eficiente para representar grandes n&#xFA;meros de forma compacta, sendo amplamente empregado em fun&#xE7;&#xF5;es computacionais.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">A principal vantagem do <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">hexadecimal<\/a> &#xE9; sua <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_d2ce78e2048f5b83340b4f0e46878a04\" data-link=\"https:\/\/hangarmma.com.br\/blog\/capacidade\/\" href=\"https:\/\/hangarmma.com.br\/blog\/capacidade\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">capacidade<\/a> de simplificar a leitura e escrita de <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_3aae2c6465ca8bf8f983d2dab5201fde\" data-link=\"https:\/\/hangarmma.com.br\/blog\/numeros-binarios\/\" href=\"https:\/\/hangarmma.com.br\/blog\/numeros-binarios\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">n&#xFA;meros bin&#xE1;rios<\/a>. Isso ocorre porque cada d&#xED;gito <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">hexadecimal<\/a> equivale a um grupo de quatro bits (tamb&#xE9;m chamado de nibble) no <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_3c26ae7d30dd523db308753b5e6ac549\" data-link=\"https:\/\/hangarmma.com.br\/blog\/sistema-binario\/\" href=\"https:\/\/hangarmma.com.br\/blog\/sistema-binario\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">sistema bin&#xE1;rio<\/a>. Por exemplo:<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>O n&#xFA;mero bin&#xE1;rio <strong>1111<\/strong> &#xE9; representado como <strong>F<\/strong> no <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">hexadecimal<\/a>.<\/li>\n\n\n\n<li>O n&#xFA;mero bin&#xE1;rio <strong>1010<\/strong> &#xE9; representado como <strong>A<\/strong> no <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">hexadecimal<\/a>.<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\">A convers&#xE3;o entre sistemas &#xE9; direta devido &#xE0; rela&#xE7;&#xE3;o estrutural entre bin&#xE1;rio e <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">hexadecimal<\/a>. Cada grupo de quatro bits &#xE9; substitu&#xED;do por seu equivalente <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">hexadecimal<\/a> correspondente, facilitando a manipula&#xE7;&#xE3;o de dados em sistemas digitais. Como exemplo:<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>O n&#xFA;mero bin&#xE1;rio <strong>1010 1101<\/strong> pode ser representado em <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">hexadecimal<\/a> como <strong>AD<\/strong>.<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\">Por outro lado, para converter de <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">hexadecimal<\/a> para decimal, cada posi&#xE7;&#xE3;o do n&#xFA;mero <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">hexadecimal<\/a> &#xE9; multiplicada por 16 elevado a uma <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_555b5d38d6960552ca65f98e44b9c9b6\" data-link=\"https:\/\/hangarmma.com.br\/blog\/potencia\/\" href=\"https:\/\/hangarmma.com.br\/blog\/potencia\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">pot&#xEA;ncia<\/a> crescente (da direita para a esquerda, come&#xE7;ando em 0). Por exemplo, o n&#xFA;mero <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">hexadecimal<\/a> <strong>2F3<\/strong> seria convertido para decimal assim:<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>O d&#xED;gito <strong>3<\/strong> ocupa a posi&#xE7;&#xE3;o de 16&#x2070;, ou seja, <strong>3 &#xD7; 1 = 3<\/strong>.<\/li>\n\n\n\n<li>O d&#xED;gito <strong>F<\/strong> (15 em decimal) ocupa a posi&#xE7;&#xE3;o de 16&#xB9;, ou seja, <strong>15 &#xD7; 16 = 240<\/strong>.<\/li>\n\n\n\n<li>O d&#xED;gito <strong>2<\/strong> ocupa a posi&#xE7;&#xE3;o de 16&#xB2;, ou seja, <strong>2 &#xD7; 256 = 512<\/strong>.<br>Somando esses valores (<strong>512 + 240 + 3<\/strong>), obtemos o n&#xFA;mero decimal <strong>755<\/strong>.<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\">Da mesma forma, para converter n&#xFA;meros decimais para <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">hexadecimal<\/a>, dividimos o n&#xFA;mero decimal por 16 repetidamente, registrando os restos e convertendo-os em seus equivalentes hexadecimais. O resultado final &#xE9; lido do &#xFA;ltimo quociente para o primeiro resto.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">O sistema <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_c5e0eec8af3fdb3258fa13a703c2ba98\" data-link=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" href=\"https:\/\/hangarmma.com.br\/blog\/hexadecimal\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">hexadecimal<\/a> &#xE9; essencial em computa&#xE7;&#xE3;o, especialmente em &#xE1;reas como programa&#xE7;&#xE3;o, desenvolvimento de firmware e sistemas embarcados, como aqueles utilizados na <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_9dcfa9492af8b60df93f046f1fdd1794\" data-link=\"https:\/\/hangarmma.com.br\/blog\/avionica\/\" href=\"https:\/\/hangarmma.com.br\/blog\/avionica\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">avi&#xF4;nica<\/a> de aeronaves. Ele permite representar grandes <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_3aae2c6465ca8bf8f983d2dab5201fde\" data-link=\"https:\/\/hangarmma.com.br\/blog\/numeros-binarios\/\" href=\"https:\/\/hangarmma.com.br\/blog\/numeros-binarios\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">n&#xFA;meros bin&#xE1;rios<\/a> de forma mais compacta e compreens&#xED;vel, reduzindo erros e facilitando o diagn&#xF3;stico e a <a class=\"glossaryLink\" aria-describedby=\"tt\" data-cmtooltip=\"cmtt_09e2f1cc48a95ea1e8945a1f73bfdcc7\" data-link=\"https:\/\/hangarmma.com.br\/blog\/comunicacao\/\" href=\"https:\/\/hangarmma.com.br\/blog\/comunicacao\/\" target=\"_blank\" data-mobile-support=\"0\" data-gt-translate-attributes='[{\"attribute\":\"data-cmtooltip\", \"format\":\"html\"}]' tabindex=\"0\" role=\"link\">comunica&#xE7;&#xE3;o<\/a> entre sistemas eletr&#xF4;nicos e digitais.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Sistema Hexadecimal O sistema de n\u00fameros hexadecimais \u00e9 baseado na base 16 e utiliza 16 s\u00edmbolos diferentes para representar valores. Os d\u00edgitos de 0 a 9 s\u00e3o usados para os primeiros dez valores, enquanto as letras de A a F representam os valores de 10 a 15. Essa caracter\u00edstica torna o sistema hexadecimal altamente eficiente [&hellip;]<\/p>\n","protected":false},"author":9,"featured_media":0,"menu_order":0,"template":"","meta":{"_acf_changed":false,"footnotes":""},"glossary-categories":[],"glossary-tags":[],"class_list":["post-18273","glossary","type-glossary","status-publish","hentry"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.3 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Sistema de N\u00fameros Hexadecimais - HANGAR MMA<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/hangarmma.com.br\/blog\/sistema-de-numeros-hexadecimais\/\" \/>\n<meta property=\"og:locale\" content=\"pt_BR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Sistema de N\u00fameros Hexadecimais - HANGAR MMA\" \/>\n<meta property=\"og:description\" content=\"Sistema Hexadecimal O sistema de n\u00fameros hexadecimais \u00e9 baseado na base 16 e utiliza 16 s\u00edmbolos diferentes para representar valores. 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