Na praça de alimentação de um shopping foi feita uma entrevi...
Próximas questões
Com base no mesmo assunto
Ano: 2015
Banca:
CONSULPLAN
Órgão:
CBM-SC
Prova:
CONSULPLAN - 2015 - CBM-SC - Aspirante do Corpo de Bombeiro |
Q650441
Raciocínio Lógico
Na praça de alimentação de um shopping foi feita uma entrevista com 300 pessoas para saber quantas leram o livro
A, o livro B e o livro C. Obtiveram‐se as seguintes informações:
![Imagem associada para resolução da questão](data:image/png;base64,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)
De acordo com as informações anteriores, conclui‐se que: