Dentro do contexto de topologia de rede de computadores, a ...
Próximas questões
Com base no mesmo assunto
Ano: 2019
Banca:
Aprender - SC
Órgão:
Prefeitura de Tangará - SC
Prova:
Aprender - SC - 2019 - Prefeitura de Tangará - SC - Técnico de Informática |
Q1733525
Redes de Computadores
Dentro do contexto de topologia de rede de
computadores, a figura abaixo simboliza uma topologia: ![Imagem associada para resolução da questão](data:image/png;base64,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)