Observe a tabela a seguir.A alternativa que apresenta corret...
Próximas questões
Com base no mesmo assunto
Ano: 2021
Banca:
Aeronáutica
Órgão:
CIAAR
Prova:
Aeronáutica - 2021 - CIAAR - Primeiro Tenente - Administração |
Q1817397
Contabilidade de Custos
Observe a tabela a seguir.
![Imagem associada para resolução da questão](data:image/png;base64,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)
A alternativa que apresenta corretamente uma análise sobre custeio é:
A alternativa que apresenta corretamente uma análise sobre custeio é: