Se a figura geométrica abaixo é um cubo, qual é a área da s...
Próximas questões
Com base no mesmo assunto
Ano: 2021
Banca:
IDCAP
Órgão:
Prefeitura de Pedrão - BA
Prova:
IDCAP - 2021 - Prefeitura de Pedrão - BA - Nutricionista |
Q1752909
Matemática
Se a figura geométrica abaixo é um cubo, qual é a
área da superfície desta figura?
![Imagem associada para resolução da questão](data:image/png;base64,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)