Sendo "Ac" a área do cubo, qual é a medida da área total "A...
Próximas questões
Com base no mesmo assunto
Ano: 2021
Banca:
GS Assessoria e Concursos
Órgão:
Prefeitura de Irati - SC
Prova:
GS Assessoria e Concursos - 2021 - Prefeitura de Irati - SC - Agente Administrativo |
Q1734356
Matemática
Sendo "Ac" a área do cubo, qual é a medida da área
total "At" da figura abaixo? ![Imagem associada para resolução da questão](data:image/png;base64,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)