No período de levantamento das demonstrações contábeis, a as...
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Q744004
Contabilidade Geral
No período de levantamento das demonstrações contábeis, a assessoria jurídica da Cia. Papagibé enviou as
seguintes informações, constantes da tabela abaixo:
![Imagem associada para resolução da questão](data:image/png;base64,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)
Tendo em vista as normas contábeis vigentes, que tratam da constituição de provisões contingenciais, a Papagibé deve provisionar
Tendo em vista as normas contábeis vigentes, que tratam da constituição de provisões contingenciais, a Papagibé deve provisionar