No quadro abaixo, a palavra na segunda coluna foi obtida a ...
Próximas questões
Com base no mesmo assunto
Ano: 2023
Banca:
OBJETIVA
Órgão:
Prefeitura de Canoas - RS
Prova:
OBJETIVA - 2023 - Prefeitura de Canoas - RS - Guarda Municipal |
Q2223564
Raciocínio Lógico
No quadro abaixo, a palavra na segunda coluna foi
obtida a partir da palavra na primeira coluna, obedecendo à
certa regra. Sendo assim, assinalar a alternativa que
apresenta a palavra que completa o quadro vazio
CORRETAMENTE:
![Imagem associada para resolução da questão](data:image/png;base64,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)