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	<title>Bootcamp de programação Archivy |</title>
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		<title>Os diferentes tipos de testes em software</title>
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					<description><![CDATA[<p>No entanto, nem todos os testes são iguais, e exploramos como algumas práticas de teste diferem. Além disso, também é interessante que o profissional que deseja atuar com desenvolvimento de software ou teste de software possua conhecimentos sobre metodologias ágeis, ciência de dados e gestão de projetos e processos. É o caso por exemplo de [&#8230;]</p>
<p>The post <a href="https://atelier3m.cz/os-diferentes-tipos-de-testes-em-software/">Os diferentes tipos de testes em software</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
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										<content:encoded><![CDATA[<p>No entanto, nem todos os testes são iguais, e exploramos como algumas práticas de teste diferem. Além disso, também é interessante que o profissional que deseja atuar com desenvolvimento de software ou teste de software possua conhecimentos sobre metodologias ágeis, ciência de dados e gestão de projetos e processos. É o caso por exemplo de navegadores, aplicativos de celular, sistemas operacionais e tantos outros tipos de ferramentas. Ao escolher uma empresa de testes funcionais como a ZAPTEST, visitar o website de testes funcionais de uma empresa pode dar-lhe uma melhor ideia do que cada ferramenta oferece e do que não oferece. Os testes de software funcional de nível empresarial permitem uma melhor gestão de dados para que possa consultar durante testes futuros e testes duplicados mais facilmente.</p>
<ul>
<li>O processo permite, também, verificar o comportamento da plataforma em diferentes dispositivos.</li>
<li>O teste de stress busca rotas imprevisíveis no uso do programa a fim de ver como reagirá aumentando a precaução antes de lançar o produto bem como suas chances de sucesso.</li>
<li>Esse benefício é gerado principalmente quando há um planejamento apertado a ser cumprido.</li>
<li>Eles são realizados após outras etapas de teste que garantem o funcionamento individual das partes.</li>
</ul>
<p>Ao longo desse artigo, além dos testes já citados, serão apresentadas as vantagens e as ferramentas que viabilizam as suas respectivas execuções. Como referência principal, será utilizada a ISO-9126, uma norma que define características e subcaracterísticas voltadas para a qualidade de software. À medida que os testes são realizados, dados são gerados sobre os resultados obtidos, sejam eles bem sucedidos ou não. Avaliar esses dados pode auxiliar na tomada de decisão, planejamento de novos testes e avaliação da qualidade do processo.</p>
<h2>Teste de software: o que é, importância e como fazer? [O GUIA]</h2>
<p>O desenvolvimento de software consiste em um campo da área de tecnologia voltado para a criação de sistemas digitais com o objetivo de atender, funcionalizar ou automatizar alguma atividade. Uma boa ferramenta de automatização de testes funcionais <a href="https://pordentrodeminas.com.br/noticias/gerais/2024/04/analista-de-qa-tecnologias-ferramentas-e-qual-curso-escolher/">curso de QA</a> é fácil de utilizar por todos os membros da equipa,  independentemente do nível de competência. Ao compilar dados para testes automatizados que necessitam de múltiplos conjuntos de dados, os dados devem ser fáceis de utilizar, ler e manter.</p>
<ul>
<li>Testes não funcionais, como testes de carga e estresse, normalmente são realizados usando ferramentas e soluções de automação, como o LoadView.</li>
<li>Quando se sabe quais os componentes que necessitam de ser testados após alterações em diferentes plataformas, é mais provável que se revelem mais bugs nas fases de teste anteriores.</li>
<li>Ao fazer um plano de testes funcionais, é importante determinar quem tem quais as responsabilidades pelos diferentes componentes dos testes funcionais.</li>
</ul>
<p>Então, para cada bug que você corrigir, é bom verificar para que não voltem em novas versões. Automação é crucial para tornar isso possível e escrever testes mais cedo ou mais tarde se tornará parte do seu fluxo de desenvolvimento. Para trabalhar com desenvolvimento de software ou teste de software é preciso ter conhecimento na área de programação, análise e desenvolvimento de sistemas. O ideal é que <a href="https://www.noticiasdahora.com.br/cidades/outras-noticias/dominando-o-qa-tecnicas-e-ferramentas-para-testagem-de-software.html">https://www.noticiasdahora.com.br/cidades/outras-noticias/dominando-o-qa-tecnicas-e-ferramentas-para-testagem-de-software.html</a> você possua um curso de graduação ou pós-graduação na área de tecnologia. A escolha de uma ferramenta de teste funcional a nível empresarial proporciona uma hiper-automação, maximizando quais os processos que pode automatizar. Pode ter um plano de testes funcionais que envolve testar estas condições manualmente ou criar um script automático para testes funcionais automatizados que simula os cenários.</p>
<h2>Testando a usabilidade do site</h2>
<p>Os testes de desempenho permitem aos programadores descobrir como funcionam os componentes de software. Mede a qualidade global do software para determinar a sua rapidez e a sua escalabilidade. Os testes de sanidade asseguram que as novas funcionalidades específicas da construção ou correcção de bugs da  aplicação ou do sistema de software estão a funcionar como deveriam. Ao realizar um teste funcional, procura quaisquer lacunas, erros, ou qualquer coisa em falta nos requisitos do software ou da aplicação.</p>
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" width="301px" alt="tipos de testes de software"/></p>
<p>The post <a href="https://atelier3m.cz/os-diferentes-tipos-de-testes-em-software/">Os diferentes tipos de testes em software</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
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		<item>
		<title>Não Ignore os Testes de Unidade e Crie Aplicativos Laravel Melhores</title>
		<link>https://atelier3m.cz/nao-ignore-os-testes-de-unidade-e-crie-aplicativos/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=nao-ignore-os-testes-de-unidade-e-crie-aplicativos</link>
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		<dc:creator><![CDATA[jerry.kavan@gmail.com]]></dc:creator>
		<pubDate>Fri, 29 Dec 2023 12:03:48 +0000</pubDate>
				<category><![CDATA[Bootcamp de programação]]></category>
		<guid isPermaLink="false">https://atelier3m.cz/?p=21849</guid>

					<description><![CDATA[<p>A execução desses tipos de testes tem um custo maior, uma vez que exigem que várias partes do aplicativo estejam ativas e em execução. Um dos elementos mais importantes dos testes unitários é a adesão a um plano que detalha o tamanho, o âmbito e os objectivos. Defina o âmbito do seu teste unitário e [&#8230;]</p>
<p>The post <a href="https://atelier3m.cz/nao-ignore-os-testes-de-unidade-e-crie-aplicativos/">Não Ignore os Testes de Unidade e Crie Aplicativos Laravel Melhores</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>A execução desses tipos de testes tem um custo maior, uma vez que exigem que várias partes do aplicativo estejam ativas e em execução. Um dos elementos mais importantes dos testes unitários é a adesão a um plano que detalha o tamanho, o âmbito e os objectivos. Defina o âmbito do seu teste unitário e o que precisa de testar, determine os casos de teste, e seleccione as ferramentas ou software adequados. Os testes unitários automatizados utilizam programas e códigos para a realização dos testes. Como outros automatização de testes de softwareO teste da unidade de software funciona mais rapidamente e limita o impacto sobre outros componentes.</p>
<ul>
<li>Outras linguagens requerem pequenas modificações e estruturas especiais, como testes de unidades PHP.</li>
<li>Se você é um desenvolvedor de software, já deve ter ouvido falar dos testes de unidade.</li>
<li>A regressão é um bug no software e os testes devem ter capacidade de identificá-los.</li>
<li>Quando os projetos começam como protótipos, são pequenos esforços pela comunidade ou são codificados rapidamente, os testes de unidade podem ser deixados de fora devido a restrições de tempo.</li>
</ul>
<p>Por conseguinte, uma unidade de teste de melhores práticas é ter pelo menos três unidades de teste para assegurar que se tem sempre um desempate. Ao isolar diferentes partes do software, os testes unitários podem testar a eficácia de  componentes individuais. Se os componentes mais pequenos funcionarem bem por si só, isso torna todo o sistema mais fiável. É importante notar que os testes unitários ocorrem tipicamente no início  do processo de desenvolvimento como uma medida proactiva ou antes da introdução de um novo código num sistema existente.</p>
<h2>Testes de Unidade</h2>
<p>Os testes unitários também melhoram a qualidade do produto, abordando questões antes de criarem problemas. Pode entregar um produto de maior qualidade sabendo que passou uma bateria de testes até ao nível mais pequeno. Uma vez que os testes unitários procuram defeitos e potenciais problemas, testando o código contra várias condições, permite correcções <a href="https://squareblogs.net/foxwatch1/are-you-into-seo-check-this-out-qbfv">https://squareblogs.net/foxwatch1/are-you-into-seo-check-this-out-qbfv</a> mais rápidas e fáceis. O ajuste do código à medida que o projecto se desenvolve é eficiente e uma utilização mais eficaz dos recursos humanos e financeiros. Os testes unitários são uma ferramenta que tem um tempo e um lugar como qualquer outra ferramenta no seu arsenal para melhorar a eficiência do software e a relação custo-eficácia.</p>
<p>Você também pode criar um arquivo de ambiente .env.testing na pasta raiz do projeto em vez de usar o arquivo .env. O Laravel fornece um ambiente de teste pré-configurado, incluindo um arquivo phpunit.xml e um diretório tests dedicado <a href="https://troyzzxu00111.vblogetin.com/31724873/curso-cientista-de-dados-com-horário-flexível-plataforma-própria-e-garantia-de-emprego">https://troyzzxu00111.vblogetin.com/31724873/curso-cientista-de-dados-com-horário-flexível-plataforma-própria-e-garantia-de-emprego</a> para seus arquivos de teste. Saiba como manter seu código limpo (Clean Code) seguindo algumas práticas sugeridas pelo Robert C&#8230; Implicit Operators permitem adicionar comportamentos de conversão a objetos Built In ou complexos&#8230;</p>
<h2>Como fazemos testes unitários?</h2>
<p>Os testes unitários fornecem uma rede de segurança durante a refatoração, garantindo que a funcionalidade existente permaneça intacta. As ferramentas para desenvolvedores da AWS oferecem ambientes de desenvolvimento integrados (IDEs), plug-ins e SDKs para várias linguagens de programação e casos de uso de programação. Entre outros benefícios, essas ferramentas tornam os <a href="https://www.statesidemovie.com/10-net-improvement-suggestions-to-better-your-website-good-results/">https://www.statesidemovie.com/10-net-improvement-suggestions-to-better-your-website-good-results/</a> mais eficientes.</p>
<div style='text-align:center'><iframe width='565' height='312' src='https://www.youtube.com/embed/wTDF5ym43Bs' frameborder='0' alt='testes de unidade' allowfullscreen></iframe></div>
<p>Uma das principais características dos testes de unidade é o princípio do isolamento. Isso significa que, quando estamos realizando um teste de unidade, o código sob teste não deve depender de nenhum outro componente do sistema. Isso é normalmente alcançado com o uso de “mocks” e “stubs” – objetos que simulam o comportamento de componentes reais. Por exemplo, você pode ter uma função que precisa de variáveis ​​ou objetos que ainda não foram criados. Nos testes unitários, eles serão contabilizados na forma de objetos simulados criados exclusivamente para fins de teste unitário feito naquela seção do código. Em SDLC, STLC, modelo V, o teste de unidade é o primeiro nível de teste feito antes do teste de integração.</p>
<p>The post <a href="https://atelier3m.cz/nao-ignore-os-testes-de-unidade-e-crie-aplicativos/">Não Ignore os Testes de Unidade e Crie Aplicativos Laravel Melhores</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
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		<title>Você sabe o que é Teste Caixa Branca e Teste Caixa Preta? by Ingrid Carvalho</title>
		<link>https://atelier3m.cz/voce-sabe-o-que-e-teste-caixa-branca-e-teste-caixa/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=voce-sabe-o-que-e-teste-caixa-branca-e-teste-caixa</link>
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		<dc:creator><![CDATA[jerry.kavan@gmail.com]]></dc:creator>
		<pubDate>Thu, 14 Dec 2023 09:29:49 +0000</pubDate>
				<category><![CDATA[Bootcamp de programação]]></category>
		<guid isPermaLink="false">https://atelier3m.cz/?p=21896</guid>

					<description><![CDATA[<p>Ter uma versão recente significa que os testes incluem algumas das correcções mais recentes, o que significa que dá uma representação precisa da forma como o software funciona. Pense no que procura em cada fase do processo de teste e pode obter dados orientados https://postgresconf.org/users/gdf-gdfgd que melhoram o seu desempenho com facilidade. Os testes de [&#8230;]</p>
<p>The post <a href="https://atelier3m.cz/voce-sabe-o-que-e-teste-caixa-branca-e-teste-caixa/">Você sabe o que é Teste Caixa Branca e Teste Caixa Preta? by Ingrid Carvalho</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Ter uma versão recente significa que os testes incluem algumas das correcções mais recentes, o que significa que dá uma representação precisa da forma como o software funciona. Pense no que procura em cada fase do processo de teste e pode obter dados orientados <a href="https://postgresconf.org/users/gdf-gdfgd">https://postgresconf.org/users/gdf-gdfgd</a> que melhoram o seu desempenho com facilidade. Os testes de regressão são utilizados após cada actualização para garantir que tanto os aspectos funcionais como não funcionais da aplicação estão à altura do padrão que foi alcançado anteriormente.</p>
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" width="304px" alt="teste caixa branca"/></p>
<p>Se um programa tiver um problema de “código esparguete” em que cada aspecto está ligado a outro, os testes de caixa branca tornam-se infinitamente mais complexos, uma vez que um testador tem de examinar todo o programa em vez de uma unidade específica. Concentrar-se em ter código que possa ser alterado assim que descobrir um problema torna os testes de caixa branca altamente adaptáveis e significa que os problemas de um programa são resolvidos muito mais cedo. A maior parte destas características pode ser considerada do ponto de vista da sua diferença em relação às características dos testes de caixa negra e da forma como estas diferenciam os testes de caixa branca dos testes de caixa negra. Com este teste de software verifica se o comportamento das variáveis ate localizar algum defeito que tenha passado despercebido e a propagação dele no código fonte (PEZZÈ e YOUNG, 2008). Conforme Pressman  (2006) o teste de fluxo de dados descobre os caminhos para que teste o código fonte, selecionar as definições (def) e uso das variáveis do código fonte. É o numero de caminhos independentes possíveis e o numero mínimo de caminhos que pode ser testado para garantir que o código esteja livre de defeito (MCCABE, 2010).</p>
<h2>Erros e armadilhas quando</h2>
<p>Vamos mergulhar nesses exemplos e descobrir como o teste de caixa branca pode ser uma poderosa ferramenta na detecção de problemas e na garantia de um software robusto. Desse modo, espera-se que esse método melhore a cobertura de testes e ajude a identificar casos de testes mais eficientes, pelo alto aproveitamento de informações obtidas do sistema. Normalmente, a execução destes testes são feitas de forma manual, entretanto, isso não quer dizer que não seja possível utilizar testes automatizados, especialmente quando existe a probabilidade de repetir os mesmos testes diversas vezes. Durante o desenvolvimento de um software, uma gama de técnicas de teste pode ser aplicada, adaptando-se ao contexto, aos sistemas e às equipes, desde o início até o término do ciclo de desenvolvimento.</p>
<p>Testes de usabilidade, por exemplo, são sempre conduzidos de maneira manual, por usuários finais da aplicação. Como o cinza é uma mistura de preto e branco, o Teste de Caixa Cinza combina técnicas do Teste de Caixa Branca e Caixa Preta. Descubra como calcular o atraso total no envio de pacotes em redes e por que a medição da latência é fundamental para garantir o desempenho ideal. Saiba como otimizar sua infraestrutura de rede para proporcionar uma experiência mais rápida e confiável. Olá, escrevo aqui sobre aprendizados sobre ser uma testadora de software, se quiser me acompanhar aqui só aproveitar as aventuras que estão por vir. A cobertura de código pode ser separada em métricas distintas, incluindo cobertura de caminho, segmento, instrução e ramo.</p>
<h2>Avalie o seu sucesso com métricas de teste</h2>
<p>Alguns programadores podem pensar que é tão fácil efectuar testes de caixa branca como de caixa preta. Maximizar a cobertura dos testes significa cobrir todos os caminhos possíveis, considerando os loops condicionais e outros tipos de loops no código. Quando se está a escrever casos de teste em testes de caixa branca, pretende-se criar casos de teste que verifiquem se o sistema funciona como esperado, bem como casos de teste que verifiquem o desempenho do sistema. Por definição, <a href="https://yizhanverse.mn.co/posts/54110825">https://yizhanverse.mn.co/posts/54110825</a> é  importante maximizar a cobertura de teste ao realizar testes de caixa branca para garantir que uma alta porcentagem do software seja testada durante esta fase. Uma parte significativa do seu trabalho de preparação para os testes de caixa branca consiste em traçar todos os caminhos possíveis que precisa de testar num fluxograma. O teste de caixa branca é uma etapa importante no ciclo de vida do desenvolvimento de software, embora não tenha um “lugar” específico no ciclo.</p>
<p>Aí é que entra a tabela de decisão, pois ela se baseia na verificação do resultado esperado para os conjuntos formados através da combinação desses parâmetros. Isso quer dizer que, além da volumetria de dados que teremos que validar, eles podem não ser adotados nos <a href="https://wellbeingmatters.mn.co/posts/54122566">https://wellbeingmatters.mn.co/posts/54122566</a> testes. Por conta disso, ao ser identificado, deve ser reestruturado, já que que aumenta consideravelmente o custo dos testes e da manutenção do sistema. O ciclo desestrutrado nada mais é do que o conjunto de blocos de repetição utilizados de maneira desordenada.</p>
<p>The post <a href="https://atelier3m.cz/voce-sabe-o-que-e-teste-caixa-branca-e-teste-caixa/">Você sabe o que é Teste Caixa Branca e Teste Caixa Preta? by Ingrid Carvalho</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
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		<title>Teste manual de software ou automatizado: qual leva a melhor?</title>
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		<dc:creator><![CDATA[jerry.kavan@gmail.com]]></dc:creator>
		<pubDate>Fri, 15 Sep 2023 15:42:32 +0000</pubDate>
				<category><![CDATA[Bootcamp de programação]]></category>
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					<description><![CDATA[<p>O teste funcional envolve testes que&#160;avaliam as funcionalidades que o sistema deve executar. Os requisitos funcionais podem ser descritos, por exemplo, como especificações de requisitos de negócio, user stories, casos de uso ou especificações funcionais, podendo ainda não estar documentados. A automatização de qualquer tarefa é o desenho chave, com todos os aspectos do software [&#8230;]</p>
<p>The post <a href="https://atelier3m.cz/teste-manual-de-software-ou-automatizado-qual-leva/">Teste manual de software ou automatizado: qual leva a melhor?</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>O teste funcional envolve testes que&nbsp;avaliam as funcionalidades que o sistema deve executar. Os requisitos funcionais podem ser descritos, por exemplo, como especificações de requisitos de negócio, user stories, casos de uso ou especificações funcionais, podendo ainda não estar documentados. A automatização de qualquer tarefa é o desenho chave, com todos os aspectos do software a serem automatizáveis através da Edição Gratuita do ZAPTEST. Quando se completam os <a href="https://mundodelivros.com/testador-de-software/">curso de QA</a>, não se tem de completar cada parte do trabalho sozinho. Em alguns casos, a utilização de uma ferramenta pode ser perfeita para gerir os seus testes e tornar o processo tão suave quanto possível. Se for um testador a pensar em formas de melhorar os seus padrões, olhar para as ferramentas pode ser o começo ideal.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="Testes Manuais"/></p>
<p>Por exemplo, os testes de aceitação do utilizador (UAT) podem começar com maquetas e protótipos, em vez de ocorrerem apenas quando o projeto está quase concluído. Isso pode poupar imenso tempo, porque não tem de retrabalhar os produtos para os adaptar aos comentários. Embora cada ferramenta recomendada seja excelente para o seu trabalho, se pretender uma ferramenta tudo-em-um poderosa que se destaque em <a href="https://mundodelivros.com/testador-de-software/">https://mundodelivros.com/testador-de-software/</a>, automatizados e de desempenho, o ZAPTEST deve ser a sua escolha número um. O ZAPTEST ajuda a satisfazer todas as suas necessidades de software e de controlo de qualidade graças ao seu conjunto robusto de capacidades.</p>
<h2>– Testes:</h2>
<p>Os testes manuais continuam a ser uma das ferramentas mais importantes para uma empresa graças ao seu E2E, caixa negra, e utilitário de testes GUI. Automatizar testes funcionais com ferramentas como o ZAPTEST poupa tempo e esforço e permite a passagem de menos bugs do que com testes manuais. A automatização dos testes através de plataformas é mais rentável do que os testes manuais e fornece uma indicação mais verdadeira de como os utilizadores irão experimentar o seu software.</p>
<ul>
<li>Com toda esta funcionalidade adicional, as ferramentas de teste de IU e o software de automação de IU têm de procurar mais elementos e processos.</li>
<li>Algumas pessoas entram na indústria de testes manuais com o pressuposto de que uma equipa de garantia de qualidade pode encontrar cada bug num pedaço de software e ajudar a equipa de desenvolvimento a resolvê-lo.</li>
<li>88% das aplicações são abandonadas se os utilizadores experimentarem falhas, razão pela qual os testes funcionais móveis e os testes funcionais da Web são ambos extremamente importantes em diferentes sistemas operativos.</li>
<li>Depois de uma aplicação passar num teste de fumo, o teste de sanidade acrescenta um nível extra de inspecção.</li>
<li>Os testes manuais são uma necessidade, uma vez que um sistema de automatização não pode replicar com precisão o sentimento do cliente.</li>
<li>Nesta fase, um programador ou testador examina um dos módulos funcionais do código e avalia se este funciona como esperado.</li>
</ul>
<p>Existem muitos tamanhos diferentes de ecrã que os utilizadores finais podem tentar utilizar com a aplicação, por isso é importante testar a interface de utilizador para aqueles. Os testes funcionais são uma excelente forma de encontrar coisas como bugs visuais ou falhas na plataforma. São de natureza muito específica com muitos pormenores em termos de casos de teste utilizados, dados e funcionalidade esperada da aplicação.</p>
<h2>Quando não é necessário fazer testes manuais</h2>
<p>É importante testar as aplicações para garantir que funcionam  como esperado, para que, se houver falhas, bugs ou outros problemas, possam ser resolvidos antes do lançamento. Por exemplo, pode utilizar menus ou barras de ferramentas que incluem ícones para o ajudar a navegar num sistema. Mesmo o texto funciona bem em GUIs como uma forma de guiar o utilizador através de uma função, tal como clicar em ‘ficheiro’ quando se pretende abrir ou guardar um documento. Ainda assim, mesmo nesse contexto, o teste manual de software é necessário e deve ser iniciado desde o primeiro dia da sprint. Isso porque, em metodologias ágeis, o papel da equipe de testes passa por uma mudança e precisa estar mais próximo dos analistas de negócio, dos desenvolvedores e dos clientes. Isso porque ele permite a execução e, principalmente, a repetição de procedimentos de teste em menos tempo, quando comparado ao teste manual de software.</p>
<p>Estabelecer linhas de comunicação abertas  e garantir que toda a documentação é clara e fácil de compreender pode contribuir muito para eliminar a ambiguidade e a confusão do processo de testes de garantia de qualidade. Os testes manuais desempenham um papel crucial na garantia da qualidade do software, permitindo a detecção de defeitos, a validação da usabilidade e a identificação de problemas não previstos nos testes automatizados. Neste artigo, exploraremos uma série de dicas para auxiliar os testers manuais iniciantes ou as pessoas que gostariam de entrar nessa função a aprimorar suas práticas e maximizar a eficácia de seus testes. No caso de testes manuais, isto significa que é preciso tempo para compreender o software para além de aprender o resumo e criar casos de teste que desafiam adequadamente todos estes objectivos. Quando uma possível tentativa de utilizar a percentagem de casos de teste aprovados numa base de característica por característica em vez de quando se examina a aplicação inteira.</p>
<p>The post <a href="https://atelier3m.cz/teste-manual-de-software-ou-automatizado-qual-leva/">Teste manual de software ou automatizado: qual leva a melhor?</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
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