Em um banco de dados relacional, analise o comando da lingua...
Próximas questões
Com base no mesmo assunto
Ano: 2023
Banca:
FGV
Órgão:
SEFAZ-MT
Prova:
FGV - 2023 - SEFAZ- MT - Fiscal de Tributos Estaduais (FTE) - Tarde |
Q2181820
Banco de Dados
Em um banco de dados relacional, analise o comando da linguagem de definição de dados (SQL) exibido a seguir.
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questão](data:image/png;base64,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)
Sobra esse esquema, assinale a afirmativa correta.
Sobra esse esquema, assinale a afirmativa correta.