{"id":2134,"date":"2020-03-05T13:45:01","date_gmt":"2020-03-05T16:45:01","guid":{"rendered":"http:\/\/nilwo.com\/tumundoanimaciones\/?p=2134"},"modified":"2024-03-01T18:10:08","modified_gmt":"2024-03-01T21:10:08","slug":"como-programar-programacao-para-iniciantes-e-como","status":"publish","type":"post","link":"https:\/\/nilwo.com\/tumundoanimaciones\/2020\/03\/05\/como-programar-programacao-para-iniciantes-e-como\/","title":{"rendered":"Como programar programa\u00e7\u00e3o para iniciantes e como aprender a programar gratuitamente"},"content":{"rendered":"<p>Um algoritmo eficiente \u00e9 aquele que executa uma tarefa de forma r\u00e1pida e com o m\u00ednimo de recursos poss\u00edveis. Neste guia completo para iniciantes, voc\u00ea aprender\u00e1 os princ\u00edpios essenciais para criar algoritmos eficientes. Quanto mais voc\u00ea se familiarizar com a abordagem passo a passo, a decomposi\u00e7\u00e3o e a pr\u00e1tica de exemplos, mais confiante se tornar\u00e1 na resolu\u00e7\u00e3o de problemas complexos usando a l\u00f3gica de programa\u00e7\u00e3o. Na programa\u00e7\u00e3o, entender os conceitos fundamentais de l\u00f3gica \u00e9 essencial para criar algoritmos eficientes e desenvolver solu\u00e7\u00f5es de software robustas. Por isso a mat\u00e9ria de algoritmos \u00e9 menos sobre<br \/>\nprograma\u00e7\u00e3o e mais sobre aprender como pensar como um programador. Algoritmos s\u00e3o, a grosso modo, uma receita, uma trajet\u00f3ria para se atingir um objetivo ou resolver um problema.<\/p>\n<p>Por isso, \u00e9 essencial que os desenvolvedores estejam sempre atualizados, diversificando as suas habilidades para enfrentar os desafios em constante evolu\u00e7\u00e3o do setor da tecnologia. As principais linguagens de programa\u00e7\u00e3o s\u00e3o muito usadas em v\u00e1rios setores e projetos. Portanto, ao conhec\u00ea-las, voc\u00ea se torna um profissional mais vers\u00e1til, capaz de adaptar as suas habilidades a diferentes demandas do seu mercado de atua\u00e7\u00e3o. Traduz os programas desenvolvidos em uma linguagem de programa\u00e7\u00e3o para a linguagem de m\u00e1quina enquanto s\u00e3o executados. Via de regra, h\u00e1 uma grande agilidade na tradu\u00e7\u00e3o, por\u00e9m, a atividade deve ser cont\u00ednua durante a execu\u00e7\u00e3o.<\/p>\n<h2>L\u00f3gica de Programa\u00e7\u00e3o: o que \u00e9 e conceitos fundamentais<\/h2>\n<p>Dominar esses t\u00f3picos \u00e9 essencial antes de se aprofundar em linguagens de programa\u00e7\u00e3o espec\u00edficas. Compreender a l\u00f3gica por tr\u00e1s dos algoritmos e vari\u00e1veis \u00e9 crucial para o desenvolvimento de software eficiente. Exploraremos agora estrat\u00e9gias essenciais para resolver problemas usando l\u00f3gica de programa\u00e7\u00e3o, incluindo uma abordagem passo a passo, decomposi\u00e7\u00e3o de problemas complexos e exemplos pr\u00e1ticos de resolu\u00e7\u00e3o. Dominar a cria\u00e7\u00e3o de algoritmos eficientes e a representa\u00e7\u00e3o visual por meio de fluxogramas \u00e9 fundamental  para o desenvolvimento de software de qualidade e para a resolu\u00e7\u00e3o de problemas de maneira estruturada e organizada. Nesta se\u00e7\u00e3o, exploraremos os conceitos de algoritmos e fluxogramas, elementos essenciais na l\u00f3gica de programa\u00e7\u00e3o que ajudam a planejar e organizar a resolu\u00e7\u00e3o de problemas de maneira sistem\u00e1tica.<\/p>\n<p>N\u00f3s queremos construir uma comunidade onde membros tenham objetivos compartilhados, e levamos essas respostas em considera\u00e7\u00e3o na hora de avaliar sua candidatura. Ele \u00e9 de<br \/>\nf\u00e1cil resolu\u00e7\u00e3o, porque podemos dividir a dist\u00e2ncia que ser\u00e1 percorrida pelos<br \/>\nvalores 5 e 6.5 para encontrar os tempos m\u00ednimo e m\u00e1ximo de caminhada. Agora, em<br \/>\nlugar de lidar com valores literais no c\u00f3digo estamos recebendo na <a href=\"https:\/\/mundo-nipo.com\/tecnologia-e-ciencia\/29\/02\/2024\/teste-de-software-como-se-tornar-um-analista-de-qa\/\">curso de teste de software<\/a> Linha 6 um dado de um dispositivo de<br \/>\nentrada, tal qual o teclado. No exemplo<br \/>\nacima, usamos a instru\u00e7\u00e3o de sa\u00edda Escreval na Linha 9<br \/>\npara apresentar para o usu\u00e1rio o valor da vari\u00e1vel valor_total. Abaixo, na Tabela 3 vemos esses combina\u00e7\u00f5es e os<br \/>\nvalores que ser\u00e3o gerados ao aplicar cada um desses tr\u00eas operadores. No C\u00f3digo 2 temos<br \/>\noutros exemplos de declara\u00e7\u00e3o de vari\u00e1veis de outros tipos.<\/p>\n<h2>Sites Para Treinar e Praticar L\u00f3gica de programa\u00e7\u00e3o<\/h2>\n<p>A l\u00f3gica de programa\u00e7\u00e3o \u00e9 a habilidade essencial de desenvolver algoritmos eficazes e estruturar solu\u00e7\u00f5es l\u00f3gicas para problemas complexos. Ela \u00e9 a base fundamental para <a href=\"https:\/\/mundo-nipo.com\/tecnologia-e-ciencia\/29\/02\/2024\/teste-de-software-como-se-tornar-um-analista-de-qa\/\">https:\/\/mundo-nipo.com\/tecnologia-e-ciencia\/29\/02\/2024\/teste-de-software-como-se-tornar-um-analista-de-qa\/<\/a> a cria\u00e7\u00e3o de software e a instru\u00e7\u00e3o de computadores para executar tarefas espec\u00edficas. Algoritmos  s\u00e3o sequ\u00eancias de instru\u00e7\u00f5es que resolvem um problema espec\u00edfico.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"305px\" alt=\"algoritmos de programa\u00e7\u00e3o\"\/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Um algoritmo eficiente \u00e9 aquele que executa uma tarefa de forma r\u00e1pida e com o m\u00ednimo de recursos poss\u00edveis. Neste guia completo para iniciantes, voc\u00ea aprender\u00e1 os princ\u00edpios essenciais para criar algoritmos eficientes. Quanto mais voc\u00ea se familiarizar com a abordagem passo a passo, a decomposi\u00e7\u00e3o e a pr\u00e1tica de exemplos, mais confiante se tornar\u00e1 [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[157],"tags":[],"class_list":["post-2134","post","type-post","status-publish","format-standard","hentry","category-bootcamp-de-programacao-2","post-wrapper"],"_links":{"self":[{"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/posts\/2134","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/comments?post=2134"}],"version-history":[{"count":1,"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/posts\/2134\/revisions"}],"predecessor-version":[{"id":2135,"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/posts\/2134\/revisions\/2135"}],"wp:attachment":[{"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/media?parent=2134"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/categories?post=2134"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/tags?post=2134"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}