Observe o trecho de pseudocódigo exibido a seguir.Numa hipot...
Próximas questões
Com base no mesmo assunto
Ano: 2018
Banca:
FGV
Órgão:
Câmara de Salvador - BA
Prova:
FGV - 2018 - Câmara de Salvador - BA - Analista de Tecnologia da Informação |
Q873274
Algoritmos e Estrutura de Dados
Observe o trecho de pseudocódigo exibido a seguir.
![Imagem associada para resolução da questão](data:image/png;base64,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)
Numa hipotética execução desse código, os valores exibidos seriam:
Numa hipotética execução desse código, os valores exibidos seriam: