A empresa XYZ apresentava em 01/01/20XX os seguintes saldos contábeis, a saber:
![](data:image/png;base64,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)
Durante o mês de 01/20XX, a empresa teve as seguintes transações, a saber:
![](data:image/png;base64,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)
Calcule o saldo de caixa ao final do período 01/20XX, considerando que a empresa é tributada pelo Lucro Real e recolhe sobre o LAIR 24% de Imposto de Renda e Contribuição Social, caso seja positivo, e que o pagamento deste tributo ocorre no último dia do período seguinte. Assinale a alternativa correta.
R$ 287,50
R$ 220,00
– R$ 220,00
R$ 320,00
– R$ 320,00