Testes de integração verificam se diferentes módulos ou serviços usados pelo seu aplicativo funcionam bem juntos. Por exemplo, pode ser testar a interação com o banco de dados ou garantir que os microsserviços funcionem juntos conforme o esperado. A execução desses curso de teste de software tem um custo maior, uma vez que exigem que várias partes do aplicativo estejam ativas e em execução. O retorno do investimento, ou ROI, é um dos aspectos mais importantes a considerar nos testes de software, com o ZAPTEST a proporcionar um ROI até dez vezes superior apenas na fase de teste. Embora a realização de testes de aplicações móveis num dispositivo real que seja o telemóvel pessoal de alguém possa ser um erro, realize pelo menos um teste de dispositivo real para garantir que funciona correctamente fora do ambiente de teste. Ao efectuar estes testes em simultâneo com o desenvolvimento de aplicações móveis, garante-se que quando todas as funcionalidades são reunidas numa aplicação, as funções funcionam.
![tipos de testes](data:image/jpeg;base64,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)
Os testes de aceitação são testes formais executados para verificar se um sistema atende aos requisitos de negócios. Eles exigem que todo o aplicativo esteja ativo e em execução e foca em replicar os comportamentos do usuário. Porém, também pode ir mais além e medir o desempenho do sistema e rejeitar alterações se determinadas metas não forem cumpridas. Testes de ponta a ponta são muito úteis, mas têm um alto custo e podem ser difíceis de atualizar quando automatizados. Recomendamos ter alguns testes de ponta a ponta essenciais e contar mais com tipos de testes de nível inferior (testes de unidade e de integração) para poder identificar rapidamente alterações que causam falha.
Tipos de testes de software: Testes funcionais e não funcionais
Uma curva de carga ideal deve ser relativamente plana, indicando que o desempenho do sistema permanece estável à medida que a carga aumenta. No entanto, à medida que a carga aumenta além da capacidade do sistema (carga de pico), a curva começa a subir acentuadamente, mostrando uma degradação no desempenho. Programas de TV como Apenas conectar do versões complicadas dessas perguntas do quiz, e você pode facilmente encontrar exemplos on-line para torná-los ainda mais difíceis se você clientes quer testar suas equipes. Existem tantas possibilidades com esse tipo de pergunta e isso pode criar um tipo de pergunta de teste realmente único e empolgante.
Todas as pessoas envolvidas no processo compreendem correctamente o seu papel e sabem o que devem fazer e quando o devem fazer, bem como a razão pela qual a equipa de GQ está a seguir essa estratégia específica. Devido ao tamanho das aplicações móveis em relação às aplicações de ambiente de trabalho, os testes de aplicações móveis são normalmente mais rápidos e mais repetíveis. As equipas de testes podem normalmente repetir os testes vezes sem conta, o que conduz a um produto final mais refinado. A funcionalidade refere-se https://mundo-nipo.com/tecnologia-e-ciencia/29/02/2024/teste-de-software-como-se-tornar-um-analista-de-qa/ à forma como a aplicação móvel realiza todas as tarefas de que necessita. Testar o funcionamento correcto de uma aplicação móvel implica testar todos os sistemas da aplicação, como, por exemplo, certificar-se de que uma aplicação de calendário guarda os compromissos e tem um alarme que dispara quando um compromisso acontece. Os utilizadores finais recebem a aplicação móvel, completam um processo de teste e preenchem uma série de formulários com perguntas cuidadosamente seleccionadas para dar feedback aos criadores.
Teste de Spike
Uma unidade, ou módulo, refere-se a uma única função que é codificada independentemente antes de ser compilada num pacote de software maior no final do processo. Um UAT concentra-se em garantir que o utilizador médio desfrutará do software e se empenhará nele como esperado, o que significa um foco diferente em comparação com aspectos como os testes de características. Siga-os pela ordem que se estabeleceu logo no início do processo para se certificar de que completa cada teste e garantir que as pessoas estão a completar os testes lenta e cuidadosamente. Um caso de teste é um conjunto de eventos que se completa ao testar o software, seguindo-os rigorosamente de cada vez para garantir que se trata de um teste justo. Existem três tipos diferentes de testes manuais que as empresas utilizam, com a diferença ditada pelo nível de acesso que os testadores têm.
- Enquanto os criadores estão a criar uma solução para os problemas dos testes anteriores, planeie o próximo conjunto de testes.
- O Teste Beta é realizado também de forma não planeada, e pode ser executado por um grande número de pessoas desconhecidas.
- Uma boa ferramenta de automatização de testes funcionais é fácil de utilizar por todos os membros da equipa, independentemente do nível de competência.
- Os laboratórios em Petrolina, no Sertão de Pernambuco, chegam a registrar o triplo de procura pelos testes.
Os testes psicológicos baseiam-se no comportamento observável e na expressão da subjetividade do analisando para inferir as características e o estado mental do sujeito, sendo necessária uma análise posterior para extrair informações importantes. As técnicas de teste referem-se a métodos de avaliação do sistema ou componentes do software para garantir que cumprem todos os requisitos. Os testes permitem-lhe descobrir se existem lacunas ou erros que o façam falhar em cumprir os requisitos.