Seja a função f definida pelo código Java abaixo, qual é o ...
Próximas questões
Com base no mesmo assunto
Ano: 2018
Banca:
IV - UFG
Órgão:
SANEAGO - GO
Prova:
CS-UFG - 2018 - SANEAGO - GO - Assistente de Informática |
Q923858
Programação
Seja a função f definida pelo código Java abaixo, qual é o
resultado da chamada f(5)?
![Imagem associada para resolução da questão](data:image/png;base64,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)