{"id":19179,"date":"2020-02-12T08:20:20","date_gmt":"2020-02-12T08:20:20","guid":{"rendered":"http:\/\/shukraproperties.lk\/?p=19179"},"modified":"2024-01-21T13:45:23","modified_gmt":"2024-01-21T13:45:23","slug":"algoritmos-e-logica-de-programacao-para-iniciantes","status":"publish","type":"post","link":"http:\/\/shukraproperties.lk\/?p=19179","title":{"rendered":"Algoritmos e L\u00f3gica de Programa\u00e7\u00e3o para Iniciantes Programa\u00e7\u00e3o e Tecnologia"},"content":{"rendered":"<p>O algoritmo do Google \u00e9 bastante complexo e de tempos em tempos \u00e9 atualizado, de modo a oferecer uma melhor experi\u00eancia e apresentar os melhores resultados para os usu\u00e1rios. Quando um usu\u00e1rio pesquisa no Google por uma palavra-chave, <a href=\"https:\/\/jhnoticias.com.br\/tecnologia\/com-mercado-em-alta-curso-de-teste-de-software-pode-ser-passaporte-para-novos-profissionais\/\">curso de teste de software<\/a> como &#8220;o que \u00e9 democracia&#8221;, a ordem dos resultados mostrados depende de diversos c\u00e1lculos que o algoritmo realizou para coloc\u00e1-los naquela posi\u00e7\u00e3o. Algoritmos s\u00e3o esquemas de pensamento amplamente usados \u200b\u200bna vida cotidiana .<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"algoritmos de programa\u00e7\u00e3o\"\/><\/p>\n<p>Portanto, a cada resto diferente de zero, um n\u00famero \u00edmpar foi encontrado e deve ser contabilizado. Isto significa que suas fun\u00e7\u00f5es n\u00e3o se limitam a fazer uma coisa, podem ser usadas para desenvolver aplicativos para telefones celulares, tablets, dispositivos Mac, videogames, etc. Tamb\u00e9m \u00e9 usado por muitos programadores para criar pequenos aplicativos que podem ser inseridos com o c\u00f3digo HTML de uma p\u00e1gina para que possa se executar desde um navegador. Agora bem, ambas linguagens foram criadas pela Microsoft, e proporcionam uma grande pot\u00eancia na programa\u00e7\u00e3o, permitindo que o desenvolvedor des\u00e7a ao ponto de montagem. No entanto, eles t\u00eam defici\u00eancia, e ou seja, as linhas de c\u00f3digos s\u00e3o quase infinitas, e cada uma deve ser usada por plataforma.<\/p>\n<h2>Como \u00e9 formada a estrutura dos algoritmos?<\/h2>\n<p>Como os algoritmos nos fazem pensar de forma um pouco mais abrangente para os problemas, todas as capacidades acima s\u00e3o melhoradas. Inclusive, o fundador e presidente da Apple, Steve Jobs, defende a ideia de que todas as pessoas deveriam saber programar, pois isso melhora nossa capacidade de pensar. Assim, em 1930, os matem\u00e1ticos Emil Post e Alan Turing iniciavam os primeiros passos para construir o primeiro computador moderno, utilizando v\u00e1rios algoritmos na produ\u00e7\u00e3o do equipamento. Para quem pretende trabalhar na \u00e1rea do desenvolvimento de software ou aprendizado de m\u00e1quina, saber o que s\u00e3o algoritmos e como eles funcionam na \u00e1rea de TI \u00e9 essencial. Swift&nbsp;\u00e9 uma linguagem de programa\u00e7\u00e3o criada pela Apple desde sua inven\u00e7\u00e3o em 2014 ela come\u00e7ou a ganhar seguidores, tanto rapidamente se tornou t\u00e3o popular e em demanda quanto Python.<\/p>\n<div style='text-align:center'><iframe width='565' height='313' src='https:\/\/www.youtube.com\/embed\/sE_WPF-qewk' frameborder='0' alt='algoritmos de programa\u00e7\u00e3o' allowfullscreen><\/iframe><\/div>\n<p>Para eliminar o n\u00f3 da mem\u00f3ria usa-se o operador delete, para assim se libertar o espa\u00e7o de mem\u00f3ria ocupado pelo n\u00f3, sem levantar qualquer problema para a m\u00e1quina. O algoritmo QuickSort (desenvolvido em 1960 pelo cientista Charles Antony Richard Hoare) \u00e9 de longe o algoritmo de ordena\u00e7\u00e3o mais usado e considerado pelo maior parte dos programadores como o melhor algoritmo dentro do g\u00e9nero. As opera\u00e7\u00f5es terminar\u00e3o quando o \u00edndice m\u00e1ximo for zero, ou seja, quando coincidir com o primeiro \u00edndice (\u00edndice zero). Estes dois exemplos de Macro-fluxo d\u00e3o uma vis\u00e3o geral de como devemos proceder com cada um dos programas. Assim, o primeiro diz que haver\u00e1 um arquivo de entrada, um processamento e um arquivo de sa\u00edda. J\u00e1 o segundo exemplo diz que haver\u00e1 um arquivo de entrada, um processamento, e a sa\u00edda ser\u00e3o um relat\u00f3rio.<\/p>\n<h2>Cursos<\/h2>\n<p>Tais conceitos s\u00e3o importantes para desenvolver o racioc\u00ednio l\u00f3gico necess\u00e1rio para lidar com a tecnologia. Confira abaixo o que \u00e9 algoritmo e l\u00f3gica de programa\u00e7\u00e3o e como voc\u00ea pode come\u00e7ar a desenvolver esses conhecimentos indispens\u00e1veis para a  \u00e1rea de tecnologia. \u00c0 primeira vista, esse conceito pode parecer complexo, mas basta trazer para o contexto do nosso cotidiano que fica mais f\u00e1cil entender.<\/p>\n<div style='text-align:center'><iframe width='565' height='313' src='https:\/\/www.youtube.com\/embed\/9AuhF2eXJLU' frameborder='0' alt='algoritmos de programa\u00e7\u00e3o' allowfullscreen><\/iframe><\/div>\n<p>No cap\u00edtulo anterior vimos que ALGORITMO \u00e9 uma seq\u00fc\u00eancia l\u00f3gica de instru\u00e7\u00f5es que podem ser executadas. Portanto, estes pensamentos, podem ser descritos como uma sequ\u00eancia de instru\u00e7\u00f5es, que devem ser seguidas para se cumprir uma determinada tarefa. L\u00f3gica de programa\u00e7\u00e3o \u00e9 a t\u00e9cnica de encadear pensamentos para atingir determinado objetivo. A avalia\u00e7\u00e3o no curso processa-se atrav\u00e9s da resposta a quest\u00f5es te\u00f3ricas para a obten\u00e7\u00e3o do certificado Nau. Resolu\u00e7\u00e3o de exerc\u00edcios de programa\u00e7\u00e3o avaliados pela ferramenta Algorithmi. Ela \u00e9 uma linguagem n\u00e3o tipada, que n\u00e3o obriga a declara\u00e7\u00e3o do tipo de vari\u00e1vel, assim como as linguagens Ruby e Python.<\/p>\n<h2>Para o algoritmo abaixo, qual deveria ser a sa\u00edda para uma matriz 5X5?<\/h2>\n<p>A l\u00f3gica de programa\u00e7\u00e3o utilizada para desenvolver uma solu\u00e7\u00e3o, como um sistema web, desktop ou mobile, \u00e9 toda estruturada a partir da defini\u00e7\u00e3o dos algoritmos, por isso a import\u00e2ncia e o relacionamento entre estes dois temas. No desenvolvimento de um algoritmo, devemos definir com clareza e forma precisa o conjunto de regras ou instru\u00e7\u00f5es que ser\u00e3o utilizadas para resolver aquele problema em espec\u00edfico. Agora que voc\u00ea j\u00e1 sabe o que s\u00e3o algoritmos, <a href=\"https:\/\/jhnoticias.com.br\/tecnologia\/com-mercado-em-alta-curso-de-teste-de-software-pode-ser-passaporte-para-novos-profissionais\/\">https:\/\/jhnoticias.com.br\/tecnologia\/com-mercado-em-alta-curso-de-teste-de-software-pode-ser-passaporte-para-novos-profissionais\/<\/a> vamos falar um pouco sobre como eles s\u00e3o usados na programa\u00e7\u00e3o. Como voc\u00ea j\u00e1 deve saber, as pessoas programadoras precisam escrever c\u00f3digos capazes de resolver problemas complexos. Existem v\u00e1rias formas de se representar um algoritmo, como a descri\u00e7\u00e3o narrativa, o fluxograma ou o pseudoc\u00f3digo. Em geral, na programa\u00e7\u00e3o o mais usado \u00e9 o pseudoc\u00f3digo, tamb\u00e9m chamado de portugol, pois ele \u00e9 bem estruturado e se assemelha a uma linguagem de programa\u00e7\u00e3o.<\/p>\n<ul>\n<li>Continuando com nosso labor, n\u00f3s criamos uma seleta lista de livros gr\u00e1tis de Programa\u00e7\u00e3o para que voc\u00ea possa se mergulhar neste mundo tecnol\u00f3gico de grande interesse e ampla aplica\u00e7\u00e3o.<\/li>\n<li>A imagem seguinte mostra o algoritmo de resolu\u00e7\u00e3o do problema proposto seguindo a norma geral dos fluxogramas.<\/li>\n<li>A avalia\u00e7\u00e3o no curso processa-se atrav\u00e9s da resposta a quest\u00f5es te\u00f3ricas para a obten\u00e7\u00e3o do certificado Nau.<\/li>\n<li>Confira abaixo o que \u00e9 algoritmo e l\u00f3gica de programa\u00e7\u00e3o e como voc\u00ea pode come\u00e7ar a desenvolver esses conhecimentos indispens\u00e1veis para a \u00e1rea de tecnologia.<\/li>\n<li>Por\u00e9m, antes de nos despedirmos, \u00e9 importante ressaltar que a complexidade de um algoritmo vai depender do problema que ele precisa resolver.<\/li>\n<\/ul>\n<p>No exemplo do diagrama de blocos abaixo, \u00e9 recebido uma vari\u00e1vel \u201cOp\u201d e testado seu conte\u00fado, caso uma das condi\u00e7\u00f5es seja satisfeita, \u00e9 atribu\u00eddo para a vari\u00e1vel Titulo a String \u201cOp\u00e7\u00e3o X\u201d, caso contr\u00e1rio \u00e9 atribu\u00eddo a string \u201cOp\u00e7\u00e3o Errada\u201d. Portanto, como exemplos de algoritmos podemos citar os algoritmos das opera\u00e7\u00f5es b\u00e1sicas (adi\u00e7\u00e3o, multiplica\u00e7\u00e3o, divis\u00e3o e subtra\u00e7\u00e3o) de n\u00fameros reais decimais. Outros exemplos seriam os manuais de aparelhos eletr\u00f4nicos, como um videocassete, que explicam passo-a-passo como, por exemplo, gravar um evento.<\/p>\n<h2>Diagrama de Bloco<\/h2>\n<p>Portanto, antes de programar, precisamos  saber o que deve ser feito e planejar o passo a passo, ou seja, criar o algoritmo e avaliar se o resultado obtido \u00e9 a solu\u00e7\u00e3o esperada. Entendido isso, ent\u00e3o definimos uma linguagem de programa\u00e7\u00e3o para implementar nossos algoritmos. Os n\u00f3s auxiliares criados dentro deste m\u00e9todo (next e prev) s\u00e3o os n\u00f3s que ser\u00e3o passados por refer\u00eancia ao m\u00e9todo auxiliar find.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>O algoritmo do Google \u00e9 bastante complexo e de tempos em tempos \u00e9 atualizado, de modo a oferecer uma melhor experi\u00eancia e apresentar os melhores resultados para os usu\u00e1rios. Quando um usu\u00e1rio pesquisa no Google por uma palavra-chave, curso de teste de software como &#8220;o que \u00e9 democracia&#8221;, a ordem dos resultados mostrados depende de [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[135],"tags":[],"class_list":["post-19179","post","type-post","status-publish","format-standard","hentry","category-bootcamp-de-programacao-2"],"_links":{"self":[{"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=\/wp\/v2\/posts\/19179","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=19179"}],"version-history":[{"count":1,"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=\/wp\/v2\/posts\/19179\/revisions"}],"predecessor-version":[{"id":19180,"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=\/wp\/v2\/posts\/19179\/revisions\/19180"}],"wp:attachment":[{"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=19179"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=19179"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=19179"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}