A Companhia Global S.A., sociedade de capital fechado, apres...
Próximas questões
Com base no mesmo assunto
Q1308580
Contabilidade Geral
A Companhia Global S.A., sociedade de capital fechado, apresenta a seguinte
demonstração das mutações do patrimônio líquido em 31 de dezembro de 2007.
![Imagem associada para resolução da questão](data:image/png;base64,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)
Com base na Lei nº. 6.404/76 e alterações posteriores, considerando que o estatuto não prevê percentual de distribuição de dividendo mínimo obrigatório distinto da legislação societária, assinale a resposta que corresponde à destinação dos lucros acumulados.
Com base na Lei nº. 6.404/76 e alterações posteriores, considerando que o estatuto não prevê percentual de distribuição de dividendo mínimo obrigatório distinto da legislação societária, assinale a resposta que corresponde à destinação dos lucros acumulados.