Assinale a assertiva que apresenta de forma correta a quart...
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Com base no mesmo assunto
Ano: 2023
Banca:
LJ Assessoria e Planejamento Administrativo Limita
Órgão:
Prefeitura de Dom Eliseu - PA
Provas:
LJ Assessoria e Planejamento Administrativo Limita - 2023 - Prefeitura de Dom Eliseu - PA - Ajudante Geral
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LJ Assessoria e Planejamento Administrativo Limita - 2023 - Prefeitura de Dom Eliseu - PA - Auxiliar Administrativo |
LJ Assessoria e Planejamento Administrativo Limita - 2023 - Prefeitura de Dom Eliseu - PA - Auxiliar de Serviços Gerais |
LJ Assessoria e Planejamento Administrativo Limita - 2023 - Prefeitura de Dom Eliseu - PA - Cozinheiro |
LJ Assessoria e Planejamento Administrativo Limita - 2023 - Prefeitura de Dom Eliseu - PA - Eletricista |
LJ Assessoria e Planejamento Administrativo Limita - 2023 - Prefeitura de Dom Eliseu - PA - Gari |
LJ Assessoria e Planejamento Administrativo Limita - 2023 - Prefeitura de Dom Eliseu - PA - Mecânico |
LJ Assessoria e Planejamento Administrativo Limita - 2023 - Prefeitura de Dom Eliseu - PA - Motorista Categoria A-B |
LJ Assessoria e Planejamento Administrativo Limita - 2023 - Prefeitura de Dom Eliseu - PA - Motorista Categoria A-D |
LJ Assessoria e Planejamento Administrativo Limita - 2023 - Prefeitura de Dom Eliseu - PA - Operador de Máquinas Leves |
LJ Assessoria e Planejamento Administrativo Limita - 2023 - Prefeitura de Dom Eliseu - PA - Pedreiro |
LJ Assessoria e Planejamento Administrativo Limita - 2023 - Prefeitura de Dom Eliseu - PA - Vigia |
Q2239712
Matemática
Assinale a assertiva que apresenta de forma
correta a quarta parte de X.
![Imagem associada para resolução da questão](data:image/png;base64,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)