{"id":3634,"date":"2021-10-25T09:13:23","date_gmt":"2021-10-25T09:13:23","guid":{"rendered":"http:\/\/185.51.65.216\/grannycolor.hu\/?p=3634"},"modified":"2024-01-19T14:40:40","modified_gmt":"2024-01-19T14:40:40","slug":"logica-de-programacao-fundamentos-e-exemplos","status":"publish","type":"post","link":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/2021\/10\/25\/logica-de-programacao-fundamentos-e-exemplos\/","title":{"rendered":"L\u00f3gica de Programa\u00e7\u00e3o: Fundamentos e Exemplos Pr\u00e1ticos"},"content":{"rendered":"<p>N\u00e3o necessariamente voc\u00ea precisa ser um amante da matem\u00e1tica, mas gostar vai facilitar muito o entendimento. A terceira etapa falar\u00e1 sobre os operadores aritm\u00e9ticos que s\u00e3o empregados <a href=\"https:\/\/www.jornaldealagoas.com.br\/geral\/2024\/01\/18\/22446-curso-de-teste-de-software-drible-a-falta-mao-de-obra-no-mercado-de-trabalho\">https:\/\/www.jornaldealagoas.com.br\/geral\/2024\/01\/18\/22446-curso-de-teste-de-software-drible-a-falta-mao-de-obra-no-mercado-de-trabalho<\/a> com muita freq\u00fc\u00eancia em programa\u00e7\u00e3o. \u00c9 com o seu uso (muitas vezes da combina\u00e7\u00e3o de v\u00e1rios deles) \u00e9 que s\u00e3o feitas as tarefas mais comuns de processamento de dados.<\/p>\n<ul>\n<li>Participar<br \/>\nde comunidades como Stack Overflow, Reddit (r\/learnprogramming) e f\u00f3runs<br \/>\nespecializados permite a troca de conhecimento, solu\u00e7\u00e3o de problemas e<br \/>\nnetworking com outros aprendizes e profissionais.<\/li>\n<li>Toda programa\u00e7\u00e3o apresenta um encadeamento l\u00f3gico para que os c\u00f3digos descritos possam executar os comandos atribu\u00eddos.<\/li>\n<li>Por\u00e9m, apesar de que ver a resposta pode proporcionar insights, voc\u00ea n\u00e3o estar\u00e1 exercitando a l\u00f3gica de programa\u00e7\u00e3o.<\/li>\n<li>Ela \u00e9 a cola que une os conceitos e permite integrar os conceitos matem\u00e1ticos com o racioc\u00ednio l\u00f3gico, ambos aplicados \u00e0s linguagens de programa\u00e7\u00e3o.<\/li>\n<li>Entenda algoritmos, estruturas de controle de fluxo (condicionais e iterativas\/la\u00e7os), vari\u00e1veis e tipos de dados.<\/li>\n<\/ul>\n<p>Sendo assim, eles s\u00e3o a base de todos os programas de computador e s\u00e3o essenciais para a resolu\u00e7\u00e3o eficaz de problemas. Um algoritmo \u00e9 uma sequ\u00eancia de instru\u00e7\u00f5es bem definidas e l\u00f3gicas que descreve como realizar uma tarefa ou resolver um problema. \u00c9 como uma receita que orienta passo a passo a realiza\u00e7\u00e3o de uma atividade. Vale ressaltar que as linguagens n\u00e3o s\u00e3o excludentes e podem ser combinadas para que o programador crie solu\u00e7\u00f5es eficientes, organizadas e f\u00e1ceis de manter.<\/p>\n<h2>Entenda o problema<\/h2>\n<p>\u00c9 importante entender que esses conceitos s\u00e3o a base para a constru\u00e7\u00e3o de sistemas e softwares eficientes e seguros. Al\u00e9m disso, a l\u00f3gica de programa\u00e7\u00e3o ajuda os programadores a entender o c\u00f3digo de outros desenvolvedores. Como os programas s\u00e3o criados em equipe, \u00e9 importante <a href=\"https:\/\/www.folhadoprogresso.com.br\/porta-de-entrada-de-ti-curso-de-teste-de-software-desenvolve-habilidades-para-enfrentar-os-desafios-do-mercado\/\">curso de teste de software<\/a> que os programadores possam entender e ler o c\u00f3digo de  outros desenvolvedores para que possam trabalhar juntos de maneira eficiente. Quando voc\u00ea decide entrar no mundo da programa\u00e7\u00e3o, \u00e9 importante entender que a autonomia e o autodidatismo s\u00e3o aliados essenciais.<\/p>\n<div style='text-align:center'><iframe width='565' height='314' src='https:\/\/www.youtube.com\/embed\/wydSHobAaZQ' frameborder='0' alt='o que \u00e9 l\u00f3gica de programa\u00e7\u00e3o' allowfullscreen><\/iframe><\/div>\n<p>Esses dados podem ser manipulados imediatamente ou armazenados em espa\u00e7os. \u00c9 dif\u00edcil ler este programa, porque o Prolog \u00e9 notavelmente diferente de outros idiomas. Ele tem uma forma normalizada, em que uma instru\u00e7\u00e3o \u00e9 definida por um prefixo ou sequ\u00eancia universal de quantificadores universais e um conjunto livre de quantificadores de cl\u00e1usulas.<\/p>\n<h2>L\u00f3gica de programa\u00e7\u00e3o: passo a passo<\/h2>\n<p>Por\u00e9m muita coisa vem sendo desenvolvida para que o racioc\u00ednio l\u00f3gico seja fortalecido e com isso os algoritmos sejam conseq\u00fc\u00eancia para novos desenvolvedores. Human Resource Machine \u00e9 um jogo muito bem humorado dispon\u00edvel para PC e dispositivos m\u00f3veis que brinca com a l\u00f3gica de programa\u00e7\u00e3o. Por meio de pequenos desafios, o jogo prop\u00f5e pequenas  fun\u00e7\u00f5es para que a\u00e7\u00f5es sejam realizadas, captando n\u00fameros de uma esteira, manipulando-os e levando o resultado para a sa\u00edda no outro lado.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"o que \u00e9 l\u00f3gica de programa\u00e7\u00e3o\"\/><\/p>\n<p>Esses elementos s\u00e3o important\u00edssimos para padronizar a informa\u00e7\u00e3o em uma estrutura de l\u00f3gica de programa\u00e7\u00e3o, pois cada um deles associa um comando espec\u00edfico para a m\u00e1quina. As estruturas de repeti\u00e7\u00e3o permitem que um conjunto de instru\u00e7\u00f5es seja executado v\u00e1rias vezes, otimizando os processos da comunica\u00e7\u00e3o e da m\u00e1quina. Neste artigo, vamos conversar sobre os principais t\u00f3picos acerca desse tema, al\u00e9m de indicar quatro passos para voc\u00ea dar o start nos estudos da \u00e1rea. Ler, escrever e programar; estas s\u00e3o as habilidades que tem tudo para serem fundamentais no futuro. Algoritmos s\u00e3o usados em todas as \u00e1reas da computa\u00e7\u00e3o e da tecnologia, desde a escrita de um programa de computador at\u00e9 a prepara\u00e7\u00e3o de um bolo. Como eu disse h\u00e1 pouco, quando nossa maneira de pensar muda, mudam tamb\u00e9m as formas com que executamos nossos processos externos.<\/p>\n<h2>L\u00f3gica tradicional x l\u00f3gica de programa\u00e7\u00e3o<\/h2>\n<p>Nesta se\u00e7\u00e3o, responderemos a algumas perguntas frequentes sobre l\u00f3gica de programa\u00e7\u00e3o para ajudar a esclarecer conceitos e fornecer orienta\u00e7\u00f5es sobre como aprender e aprimorar suas habilidades. Esses recursos e ferramentas podem ser extremamente \u00fateis para quem est\u00e1 come\u00e7ando na programa\u00e7\u00e3o. Eles fornecem acesso a informa\u00e7\u00f5es, tutoriais e suporte que ajudar\u00e3o a acelerar seu aprendizado e aprimorar suas habilidades de programa\u00e7\u00e3o. Dominar estruturas de dados \u00e9 crucial para escrever programas eficientes e bem organizados. A escolha da estrutura de dados correta pode impactar significativamente o desempenho e a efici\u00eancia do seu c\u00f3digo, al\u00e9m de facilitar a manipula\u00e7\u00e3o de informa\u00e7\u00f5es complexas.<\/p>\n<ul>\n<li>Portanto, ela \u00e9 usada para descrever algoritmos de maneira mais compreens\u00edvel antes de traduzi-los para uma linguagem de programa\u00e7\u00e3o espec\u00edfica.<\/li>\n<li>Por\u00e9m, a teoria solidifica a base necess\u00e1ria para que a pr\u00e1tica possa acontecer.<\/li>\n<li>Ela envolve a capacidade de resolver problemas de forma estruturada e eficiente, criando algoritmos que guiam o funcionamento de um programa de computador.<\/li>\n<li>Imagine ent\u00e3o come\u00e7ar a pensar no que poderia ser vari\u00e1vel e constante nessa rotina?<\/li>\n<li>Isso porque todos os processos existentes em TI dependem de um c\u00f3digo que os sustenta.<\/li>\n<\/ul>\n<p>Prolog o que ele fez foi aplicar objetos diferentes a esse relacionamento at\u00e9 que um deles fosse logicamente s\u00f3lido. \u00c9 usado porque a l\u00f3gica de primeira ordem \u00e9 bem compreendida e \u00e9 capaz de representar todos os problemas computacionais. Essa l\u00f3gica \u00e9 baseada em um alfabeto e linguagem de primeira ordem, bem como em um conjunto de axiomas e regras de infer\u00eancia. Considere se os objetos s\u00e3o verdadeiros ou falsos de uma perspectiva parcial do mundo, chamada dom\u00ednio. A programa\u00e7\u00e3o l\u00f3gica \u00e9 baseada em uma generaliza\u00e7\u00e3o da l\u00f3gica de primeira ordem.<\/p>\n<p>O primeiro deles \u00e9 o do acad\u00eamico Andr\u00e9 Iraldo Gluber que consiste na cria\u00e7\u00e3o de um sistema especialista, baseado no trabalho de Mattos (1999) a ser utilizado no ensino de L\u00f3gica de Programa\u00e7\u00e3o. J\u00e1 o acad\u00eamico Gilson Klotz est\u00e1 desenvolvendo um Sistema Especialista que auxilie os alunos que apresentam dificuldades de reda\u00e7\u00e3o. A L\u00f3gica Informal formula os argumentos em linguagem natural, mas enfrenta problemas de ambig\u00fcidade e de constru\u00e7\u00f5es confusas.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>N\u00e3o necessariamente voc\u00ea precisa ser um amante da matem\u00e1tica, mas gostar vai facilitar muito o entendimento. A terceira etapa falar\u00e1 sobre os operadores aritm\u00e9ticos que s\u00e3o empregados https:\/\/www.jornaldealagoas.com.br\/geral\/2024\/01\/18\/22446-curso-de-teste-de-software-drible-a-falta-mao-de-obra-no-mercado-de-trabalho com muita freq\u00fc\u00eancia em programa\u00e7\u00e3o. \u00c9 com o seu uso (muitas vezes da combina\u00e7\u00e3o de v\u00e1rios deles) \u00e9 que s\u00e3o feitas as tarefas mais comuns de processamento [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[62],"tags":[],"_links":{"self":[{"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/posts\/3634"}],"collection":[{"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/comments?post=3634"}],"version-history":[{"count":1,"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/posts\/3634\/revisions"}],"predecessor-version":[{"id":3635,"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/posts\/3634\/revisions\/3635"}],"wp:attachment":[{"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/media?parent=3634"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/categories?post=3634"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/tags?post=3634"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}