CONTABILIDADE BÁSICA
Marque a alternativa que contém a correta classificação das três contas abaixo:
- Reforma em imóvel de terceiros
- Extração de minérios
- Máquinas agrícolas
exaustão, exaustão e depreciação
amortização, depreciação e exaustão
exaustão, depreciação e amortização
exaustão, amortização e depreciação
amortização, exaustão e depreciação
As contas a seguir: Impostos a Recolher, Salários a pagar, Despesas Pagas Antecipadamente, Impostos a Recuperar e Fornecedores, temos:
duas contas patrimonial e três de resultado
cinco contas de resultado
quatro contas patrimoniais e uma de resultado
cinco contas patrimoniais
duas contas de resultado e três patrimoniais
A Demonstração do Resultado conhecida como DRE, apresenta a relação entre as receitas e as despesas das organizações. Qual das alternativas abaixo que responde e completam a seguinte frase: O Lucro Bruto demonstrado na DRE representam:
As vendas totais menos as despesas de vendas
As vendas totais menos impostos, devoluções, abatimentos e CMV ou CPV
As vendas totais menos impostos, devoluções e abatimentos
As vendas totais menos devoluções e abatimentos
As vendas totais menos os impostos incidentes sobre a venda bruta
Você está estudando na disciplina Contabilidade Básica que diante uma economia cada vez mais globalizada, é de fundamental importância que o gestor tenha conhecimentos básicos ao que se refere a estrutura das demonstrações contábeis, pois a tendência atual é que as informações contábeis se tornem cada vez mais úteis e necessárias para a tomada de decisão.
O Balanço Patrimonial é uma das demonstrações contábeis de maior importância visualizar a situação e saúde patrimonial de uma empresa. Ele é dividido em dois grandes grupos denominados Ativo e Passivo, além das subdivisões como ativo e passivo circulantes e ativo e passivo não circulantes. O conhecimento de tais grupos é essencial para uma análise assertiva e uma tomada de decisão segura.
Nesse sentido, analise o balanço patrimonial da empresa ACQA Ltda emitido em 31/12/2021:
![](data:image/png;base64,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)
Agora considere que em 2022, a empresa registrou os seguintes fatos contábeis:
- Aumento de capital social no valor de R$ 100.000,00 sendo que 60% foi integralizado no ato e em dinheiro, 10% foi integralizado na forma de móveis e utensílios, 10% foi integralizado na forma de mercadorias para estoques e o restante será integralizado em até 6 meses.
- Compra de R$ 50.000,00 de mercadorias para revenda sendo que somente 50% foram pagos à vista.
- Pagamento de 25% do saldo existente da conta “Impostos a Recolher”.
De posse de do balanço patrimonial de 2021 e dos eventos contábeis ocorridos em 2022, responda:
Qual o NOVO valor total das origens de recursos?
R$ 1.923.075,00
R$ 855.950,00
R$ 807.125,00
R$ 1.115.950,00
R$ 1.067.125,00
Você está estudando na disciplina Contabilidade Básica que diante uma economia cada vez mais globalizada, é de fundamental importância que o gestor tenha conhecimentos básicos ao que se refere a estrutura das demonstrações contábeis, pois a tendência atual é que as informações contábeis se tornem cada vez mais úteis e necessárias para a tomada de decisão.
O Balanço Patrimonial é uma das demonstrações contábeis de maior importância visualizar a situação e saúde patrimonial de uma empresa. Ele é dividido em dois grandes grupos denominados Ativo e Passivo, além das subdivisões como ativo e passivo circulantes e ativo e passivo não circulantes. O conhecimento de tais grupos é essencial para uma análise assertiva e uma tomada de decisão segura.
Nesse sentido, analise o balanço patrimonial da empresa ACQA Ltda emitido em 31/12/2021:
![](data:image/png;base64,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)
Agora considere que em 2022, a empresa registrou os seguintes fatos contábeis:
- Aumento de capital social no valor de R$ 100.000,00 sendo que 60% foi integralizado no ato e em dinheiro, 10% foi integralizado na forma de móveis e utensílios, 10% foi integralizado na forma de mercadorias para estoques e o restante será integralizado em até 6 meses.
- Compra de R$ 50.000,00 de mercadorias para revenda sendo que somente 50% foram pagos à vista.
- Pagamento de 25% do saldo existente da conta “Impostos a Recolher”.
De posse de do balanço patrimonial de 2021 e dos eventos contábeis ocorridos em 2022, responda:
Qual o NOVO valor total do capital a disposição da empresa?
R$ 1.923.075,00
R$ 855.950,00
R$ 807.125,00
R$ 1.067.125,00
R$ 1.115.950,00
Dadas as informações a seguir, separe as contas entre Ativo e Passivo e responda qual o valor do grupo do Patrimônio Líquido. Capital Social R$ 1.020,00; Máquinas e Equipamentos R$ 800,00; Bancos R$ 250,00; Caixa R$ 100,00; Fornecedores R$ 120,00; Empréstimos R$ 200,00; Impostos a Recuperar R$ 150,00; Capital a realizar R$ 40,00.
R$ 1.060,00
R$ 980,00
R$ 1.000,00
R$ 1.020,00
R$ 730,00
Abaixo é apresentado o Balanço Patrimonial da empresa Comercial de Móveis de Ferro e aço Ltda., levantado em 31/12/20x3, os dados foram extraídos, de forma desordenada e sem preocupação com a natureza dos saldos:
![](http://sga.uniube.br/images/uploads/11179/Cta2.png)
Com base nesses itens, assinale a alternativa que contém, pela ordem, os valores correspondentes ao Ativo Circulante e ao Ativo Não Circulante:
$ 266.000,00 e $ 150.000,00
$ 253.000,00 e $ 101.000,00
$ 256.000,00 e $ 93.000,00
$ 278.000,00 e $ 98.000,00
$ 265.000,00 e $ 140.000,00
O patrimônio de uma empresa, em um determinado momento, está representado por numerário ($ 50.000,00), bens de venda ($ 350.000,00), fornecedores ($ 100.000,00), bens de uso ($250.000,00), contas a pagar ($200.000,00), bens de renda ($50.000,00) e títulos a receber ($100.000,00). Seu patrimônio líquido é de:
$ 1.100,000,00
$ 650.000,00
$ 900.000,00
$ 500.000,00
$ 750.000,00
A Transportadora Já-Vai Ltda. adquiriu um caminhão para utilizar em suas atividades, por $ 1.800.000, tendo pago no ato (1º-10-x9) $ 600.000 e emitido quatro notas promissórias com vencimento ao final de cada trimestre, de $ 300.000 cada. Considerando-se que a vida útil estimada do caminhão é de cinco anos, o efeito dessa operação nas demonstrações contábeis de 31-12-x9 é:
Uma redução nas disponibilidades de $ 90.000
Uma despesa de depreciação de $ 9.000
Uma despesa de depreciação de $ 90.000
Uma exigibilidade (Passivo) de $ 90.000
Um aumento no Ativo Permanente de $ 180.000
O Balancete de Verificação da Empresa Papagaio em 31-12-X2 apresentava os saldos das seguintes contas (em R$ mil): Adiantamento a fornecedores R$ 30; Duplicatas a receber R$ 20; Adiantamento de Clientes R$ 50; Capital R$ 100; Salários a Pagar R$ 30; Caixa R$ 115; Estoques R$ 40; Empréstimos a pagar R$ 40; Prejuízos Acumulados R$ 20; Fornecedores R$ 5. Qual das alternativas indica o valor total do Capital de terceiros?
exaustão, exaustão e depreciação
amortização, depreciação e exaustão
exaustão, depreciação e amortização
exaustão, amortização e depreciação
amortização, exaustão e depreciação
As contas a seguir: Impostos a Recolher, Salários a pagar, Despesas Pagas Antecipadamente, Impostos a Recuperar e Fornecedores, temos:
duas contas patrimonial e três de resultado
cinco contas de resultado
quatro contas patrimoniais e uma de resultado
cinco contas patrimoniais
duas contas de resultado e três patrimoniais
A Demonstração do Resultado conhecida como DRE, apresenta a relação entre as receitas e as despesas das organizações. Qual das alternativas abaixo que responde e completam a seguinte frase: O Lucro Bruto demonstrado na DRE representam:
As vendas totais menos as despesas de vendas
As vendas totais menos impostos, devoluções, abatimentos e CMV ou CPV
As vendas totais menos impostos, devoluções e abatimentos
As vendas totais menos devoluções e abatimentos
As vendas totais menos os impostos incidentes sobre a venda bruta
Você está estudando na disciplina Contabilidade Básica que diante uma economia cada vez mais globalizada, é de fundamental importância que o gestor tenha conhecimentos básicos ao que se refere a estrutura das demonstrações contábeis, pois a tendência atual é que as informações contábeis se tornem cada vez mais úteis e necessárias para a tomada de decisão.
O Balanço Patrimonial é uma das demonstrações contábeis de maior importância visualizar a situação e saúde patrimonial de uma empresa. Ele é dividido em dois grandes grupos denominados Ativo e Passivo, além das subdivisões como ativo e passivo circulantes e ativo e passivo não circulantes. O conhecimento de tais grupos é essencial para uma análise assertiva e uma tomada de decisão segura.
Nesse sentido, analise o balanço patrimonial da empresa ACQA Ltda emitido em 31/12/2021:
![](data:image/png;base64,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)
Agora considere que em 2022, a empresa registrou os seguintes fatos contábeis:
- Aumento de capital social no valor de R$ 100.000,00 sendo que 60% foi integralizado no ato e em dinheiro, 10% foi integralizado na forma de móveis e utensílios, 10% foi integralizado na forma de mercadorias para estoques e o restante será integralizado em até 6 meses.
- Compra de R$ 50.000,00 de mercadorias para revenda sendo que somente 50% foram pagos à vista.
- Pagamento de 25% do saldo existente da conta “Impostos a Recolher”.
De posse de do balanço patrimonial de 2021 e dos eventos contábeis ocorridos em 2022, responda:
Qual o NOVO valor total das origens de recursos?
R$ 1.923.075,00
R$ 855.950,00
R$ 807.125,00
R$ 1.115.950,00
R$ 1.067.125,00
Você está estudando na disciplina Contabilidade Básica que diante uma economia cada vez mais globalizada, é de fundamental importância que o gestor tenha conhecimentos básicos ao que se refere a estrutura das demonstrações contábeis, pois a tendência atual é que as informações contábeis se tornem cada vez mais úteis e necessárias para a tomada de decisão.
O Balanço Patrimonial é uma das demonstrações contábeis de maior importância visualizar a situação e saúde patrimonial de uma empresa. Ele é dividido em dois grandes grupos denominados Ativo e Passivo, além das subdivisões como ativo e passivo circulantes e ativo e passivo não circulantes. O conhecimento de tais grupos é essencial para uma análise assertiva e uma tomada de decisão segura.
Nesse sentido, analise o balanço patrimonial da empresa ACQA Ltda emitido em 31/12/2021:
![](data:image/png;base64,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)
Agora considere que em 2022, a empresa registrou os seguintes fatos contábeis:
- Aumento de capital social no valor de R$ 100.000,00 sendo que 60% foi integralizado no ato e em dinheiro, 10% foi integralizado na forma de móveis e utensílios, 10% foi integralizado na forma de mercadorias para estoques e o restante será integralizado em até 6 meses.
- Compra de R$ 50.000,00 de mercadorias para revenda sendo que somente 50% foram pagos à vista.
- Pagamento de 25% do saldo existente da conta “Impostos a Recolher”.
De posse de do balanço patrimonial de 2021 e dos eventos contábeis ocorridos em 2022, responda:
Qual o NOVO valor total do capital a disposição da empresa?
R$ 1.923.075,00
R$ 855.950,00
R$ 807.125,00
R$ 1.067.125,00
R$ 1.115.950,00
Dadas as informações a seguir, separe as contas entre Ativo e Passivo e responda qual o valor do grupo do Patrimônio Líquido. Capital Social R$ 1.020,00; Máquinas e Equipamentos R$ 800,00; Bancos R$ 250,00; Caixa R$ 100,00; Fornecedores R$ 120,00; Empréstimos R$ 200,00; Impostos a Recuperar R$ 150,00; Capital a realizar R$ 40,00.
R$ 1.060,00
R$ 980,00
R$ 1.000,00
R$ 1.020,00
R$ 730,00
Abaixo é apresentado o Balanço Patrimonial da empresa Comercial de Móveis de Ferro e aço Ltda., levantado em 31/12/20x3, os dados foram extraídos, de forma desordenada e sem preocupação com a natureza dos saldos:
![](http://sga.uniube.br/images/uploads/11179/Cta2.png)
Com base nesses itens, assinale a alternativa que contém, pela ordem, os valores correspondentes ao Ativo Circulante e ao Ativo Não Circulante:
$ 266.000,00 e $ 150.000,00
$ 253.000,00 e $ 101.000,00
$ 256.000,00 e $ 93.000,00
$ 278.000,00 e $ 98.000,00
$ 265.000,00 e $ 140.000,00
O patrimônio de uma empresa, em um determinado momento, está representado por numerário ($ 50.000,00), bens de venda ($ 350.000,00), fornecedores ($ 100.000,00), bens de uso ($250.000,00), contas a pagar ($200.000,00), bens de renda ($50.000,00) e títulos a receber ($100.000,00). Seu patrimônio líquido é de:
$ 1.100,000,00
$ 650.000,00
$ 900.000,00
$ 500.000,00
$ 750.000,00
A Transportadora Já-Vai Ltda. adquiriu um caminhão para utilizar em suas atividades, por $ 1.800.000, tendo pago no ato (1º-10-x9) $ 600.000 e emitido quatro notas promissórias com vencimento ao final de cada trimestre, de $ 300.000 cada. Considerando-se que a vida útil estimada do caminhão é de cinco anos, o efeito dessa operação nas demonstrações contábeis de 31-12-x9 é:
Uma redução nas disponibilidades de $ 90.000
Uma despesa de depreciação de $ 9.000
Uma despesa de depreciação de $ 90.000
Uma exigibilidade (Passivo) de $ 90.000
Um aumento no Ativo Permanente de $ 180.000
O Balancete de Verificação da Empresa Papagaio em 31-12-X2 apresentava os saldos das seguintes contas (em R$ mil): Adiantamento a fornecedores R$ 30; Duplicatas a receber R$ 20; Adiantamento de Clientes R$ 50; Capital R$ 100; Salários a Pagar R$ 30; Caixa R$ 115; Estoques R$ 40; Empréstimos a pagar R$ 40; Prejuízos Acumulados R$ 20; Fornecedores R$ 5. Qual das alternativas indica o valor total do Capital de terceiros?
duas contas patrimonial e três de resultado
cinco contas de resultado
quatro contas patrimoniais e uma de resultado
cinco contas patrimoniais
duas contas de resultado e três patrimoniais
A Demonstração do Resultado conhecida como DRE, apresenta a relação entre as receitas e as despesas das organizações. Qual das alternativas abaixo que responde e completam a seguinte frase: O Lucro Bruto demonstrado na DRE representam:
As vendas totais menos as despesas de vendas
As vendas totais menos impostos, devoluções, abatimentos e CMV ou CPV
As vendas totais menos impostos, devoluções e abatimentos
As vendas totais menos devoluções e abatimentos
As vendas totais menos os impostos incidentes sobre a venda bruta
Você está estudando na disciplina Contabilidade Básica que diante uma economia cada vez mais globalizada, é de fundamental importância que o gestor tenha conhecimentos básicos ao que se refere a estrutura das demonstrações contábeis, pois a tendência atual é que as informações contábeis se tornem cada vez mais úteis e necessárias para a tomada de decisão.
O Balanço Patrimonial é uma das demonstrações contábeis de maior importância visualizar a situação e saúde patrimonial de uma empresa. Ele é dividido em dois grandes grupos denominados Ativo e Passivo, além das subdivisões como ativo e passivo circulantes e ativo e passivo não circulantes. O conhecimento de tais grupos é essencial para uma análise assertiva e uma tomada de decisão segura.
Nesse sentido, analise o balanço patrimonial da empresa ACQA Ltda emitido em 31/12/2021:
![](data:image/png;base64,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)
Agora considere que em 2022, a empresa registrou os seguintes fatos contábeis:
- Aumento de capital social no valor de R$ 100.000,00 sendo que 60% foi integralizado no ato e em dinheiro, 10% foi integralizado na forma de móveis e utensílios, 10% foi integralizado na forma de mercadorias para estoques e o restante será integralizado em até 6 meses.
- Compra de R$ 50.000,00 de mercadorias para revenda sendo que somente 50% foram pagos à vista.
- Pagamento de 25% do saldo existente da conta “Impostos a Recolher”.
De posse de do balanço patrimonial de 2021 e dos eventos contábeis ocorridos em 2022, responda:
Qual o NOVO valor total das origens de recursos?
R$ 1.923.075,00
R$ 855.950,00
R$ 807.125,00
R$ 1.115.950,00
R$ 1.067.125,00
Você está estudando na disciplina Contabilidade Básica que diante uma economia cada vez mais globalizada, é de fundamental importância que o gestor tenha conhecimentos básicos ao que se refere a estrutura das demonstrações contábeis, pois a tendência atual é que as informações contábeis se tornem cada vez mais úteis e necessárias para a tomada de decisão.
O Balanço Patrimonial é uma das demonstrações contábeis de maior importância visualizar a situação e saúde patrimonial de uma empresa. Ele é dividido em dois grandes grupos denominados Ativo e Passivo, além das subdivisões como ativo e passivo circulantes e ativo e passivo não circulantes. O conhecimento de tais grupos é essencial para uma análise assertiva e uma tomada de decisão segura.
Nesse sentido, analise o balanço patrimonial da empresa ACQA Ltda emitido em 31/12/2021:
![](data:image/png;base64,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)
Agora considere que em 2022, a empresa registrou os seguintes fatos contábeis:
- Aumento de capital social no valor de R$ 100.000,00 sendo que 60% foi integralizado no ato e em dinheiro, 10% foi integralizado na forma de móveis e utensílios, 10% foi integralizado na forma de mercadorias para estoques e o restante será integralizado em até 6 meses.
- Compra de R$ 50.000,00 de mercadorias para revenda sendo que somente 50% foram pagos à vista.
- Pagamento de 25% do saldo existente da conta “Impostos a Recolher”.
De posse de do balanço patrimonial de 2021 e dos eventos contábeis ocorridos em 2022, responda:
Qual o NOVO valor total do capital a disposição da empresa?
R$ 1.923.075,00
R$ 855.950,00
R$ 807.125,00
R$ 1.067.125,00
R$ 1.115.950,00
Dadas as informações a seguir, separe as contas entre Ativo e Passivo e responda qual o valor do grupo do Patrimônio Líquido. Capital Social R$ 1.020,00; Máquinas e Equipamentos R$ 800,00; Bancos R$ 250,00; Caixa R$ 100,00; Fornecedores R$ 120,00; Empréstimos R$ 200,00; Impostos a Recuperar R$ 150,00; Capital a realizar R$ 40,00.
R$ 1.060,00
R$ 980,00
R$ 1.000,00
R$ 1.020,00
R$ 730,00
Abaixo é apresentado o Balanço Patrimonial da empresa Comercial de Móveis de Ferro e aço Ltda., levantado em 31/12/20x3, os dados foram extraídos, de forma desordenada e sem preocupação com a natureza dos saldos:
![](http://sga.uniube.br/images/uploads/11179/Cta2.png)
Com base nesses itens, assinale a alternativa que contém, pela ordem, os valores correspondentes ao Ativo Circulante e ao Ativo Não Circulante:
$ 266.000,00 e $ 150.000,00
$ 253.000,00 e $ 101.000,00
$ 256.000,00 e $ 93.000,00
$ 278.000,00 e $ 98.000,00
$ 265.000,00 e $ 140.000,00
O patrimônio de uma empresa, em um determinado momento, está representado por numerário ($ 50.000,00), bens de venda ($ 350.000,00), fornecedores ($ 100.000,00), bens de uso ($250.000,00), contas a pagar ($200.000,00), bens de renda ($50.000,00) e títulos a receber ($100.000,00). Seu patrimônio líquido é de:
$ 1.100,000,00
$ 650.000,00
$ 900.000,00
$ 500.000,00
$ 750.000,00
A Transportadora Já-Vai Ltda. adquiriu um caminhão para utilizar em suas atividades, por $ 1.800.000, tendo pago no ato (1º-10-x9) $ 600.000 e emitido quatro notas promissórias com vencimento ao final de cada trimestre, de $ 300.000 cada. Considerando-se que a vida útil estimada do caminhão é de cinco anos, o efeito dessa operação nas demonstrações contábeis de 31-12-x9 é:
Uma redução nas disponibilidades de $ 90.000
Uma despesa de depreciação de $ 9.000
Uma despesa de depreciação de $ 90.000
Uma exigibilidade (Passivo) de $ 90.000
Um aumento no Ativo Permanente de $ 180.000
O Balancete de Verificação da Empresa Papagaio em 31-12-X2 apresentava os saldos das seguintes contas (em R$ mil): Adiantamento a fornecedores R$ 30; Duplicatas a receber R$ 20; Adiantamento de Clientes R$ 50; Capital R$ 100; Salários a Pagar R$ 30; Caixa R$ 115; Estoques R$ 40; Empréstimos a pagar R$ 40; Prejuízos Acumulados R$ 20; Fornecedores R$ 5. Qual das alternativas indica o valor total do Capital de terceiros?
As vendas totais menos as despesas de vendas
As vendas totais menos impostos, devoluções, abatimentos e CMV ou CPV
As vendas totais menos impostos, devoluções e abatimentos
As vendas totais menos devoluções e abatimentos
As vendas totais menos os impostos incidentes sobre a venda bruta
Você está estudando na disciplina Contabilidade Básica que diante uma economia cada vez mais globalizada, é de fundamental importância que o gestor tenha conhecimentos básicos ao que se refere a estrutura das demonstrações contábeis, pois a tendência atual é que as informações contábeis se tornem cada vez mais úteis e necessárias para a tomada de decisão.
O Balanço Patrimonial é uma das demonstrações contábeis de maior importância visualizar a situação e saúde patrimonial de uma empresa. Ele é dividido em dois grandes grupos denominados Ativo e Passivo, além das subdivisões como ativo e passivo circulantes e ativo e passivo não circulantes. O conhecimento de tais grupos é essencial para uma análise assertiva e uma tomada de decisão segura.
Nesse sentido, analise o balanço patrimonial da empresa ACQA Ltda emitido em 31/12/2021:
![](data:image/png;base64,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)
Agora considere que em 2022, a empresa registrou os seguintes fatos contábeis:
- Aumento de capital social no valor de R$ 100.000,00 sendo que 60% foi integralizado no ato e em dinheiro, 10% foi integralizado na forma de móveis e utensílios, 10% foi integralizado na forma de mercadorias para estoques e o restante será integralizado em até 6 meses.
- Compra de R$ 50.000,00 de mercadorias para revenda sendo que somente 50% foram pagos à vista.
- Pagamento de 25% do saldo existente da conta “Impostos a Recolher”.
De posse de do balanço patrimonial de 2021 e dos eventos contábeis ocorridos em 2022, responda:
Qual o NOVO valor total das origens de recursos?
R$ 1.923.075,00
R$ 855.950,00
R$ 807.125,00
R$ 1.115.950,00
R$ 1.067.125,00
Você está estudando na disciplina Contabilidade Básica que diante uma economia cada vez mais globalizada, é de fundamental importância que o gestor tenha conhecimentos básicos ao que se refere a estrutura das demonstrações contábeis, pois a tendência atual é que as informações contábeis se tornem cada vez mais úteis e necessárias para a tomada de decisão.
O Balanço Patrimonial é uma das demonstrações contábeis de maior importância visualizar a situação e saúde patrimonial de uma empresa. Ele é dividido em dois grandes grupos denominados Ativo e Passivo, além das subdivisões como ativo e passivo circulantes e ativo e passivo não circulantes. O conhecimento de tais grupos é essencial para uma análise assertiva e uma tomada de decisão segura.
Nesse sentido, analise o balanço patrimonial da empresa ACQA Ltda emitido em 31/12/2021:
![](data:image/png;base64,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)
Agora considere que em 2022, a empresa registrou os seguintes fatos contábeis:
- Aumento de capital social no valor de R$ 100.000,00 sendo que 60% foi integralizado no ato e em dinheiro, 10% foi integralizado na forma de móveis e utensílios, 10% foi integralizado na forma de mercadorias para estoques e o restante será integralizado em até 6 meses.
- Compra de R$ 50.000,00 de mercadorias para revenda sendo que somente 50% foram pagos à vista.
- Pagamento de 25% do saldo existente da conta “Impostos a Recolher”.
De posse de do balanço patrimonial de 2021 e dos eventos contábeis ocorridos em 2022, responda:
Qual o NOVO valor total do capital a disposição da empresa?
R$ 1.923.075,00
R$ 855.950,00
R$ 807.125,00
R$ 1.067.125,00
R$ 1.115.950,00
Dadas as informações a seguir, separe as contas entre Ativo e Passivo e responda qual o valor do grupo do Patrimônio Líquido. Capital Social R$ 1.020,00; Máquinas e Equipamentos R$ 800,00; Bancos R$ 250,00; Caixa R$ 100,00; Fornecedores R$ 120,00; Empréstimos R$ 200,00; Impostos a Recuperar R$ 150,00; Capital a realizar R$ 40,00.
R$ 1.060,00
R$ 980,00
R$ 1.000,00
R$ 1.020,00
R$ 730,00
Abaixo é apresentado o Balanço Patrimonial da empresa Comercial de Móveis de Ferro e aço Ltda., levantado em 31/12/20x3, os dados foram extraídos, de forma desordenada e sem preocupação com a natureza dos saldos:
![](http://sga.uniube.br/images/uploads/11179/Cta2.png)
Com base nesses itens, assinale a alternativa que contém, pela ordem, os valores correspondentes ao Ativo Circulante e ao Ativo Não Circulante:
$ 266.000,00 e $ 150.000,00
$ 253.000,00 e $ 101.000,00
$ 256.000,00 e $ 93.000,00
$ 278.000,00 e $ 98.000,00
$ 265.000,00 e $ 140.000,00
O patrimônio de uma empresa, em um determinado momento, está representado por numerário ($ 50.000,00), bens de venda ($ 350.000,00), fornecedores ($ 100.000,00), bens de uso ($250.000,00), contas a pagar ($200.000,00), bens de renda ($50.000,00) e títulos a receber ($100.000,00). Seu patrimônio líquido é de:
$ 1.100,000,00
$ 650.000,00
$ 900.000,00
$ 500.000,00
$ 750.000,00
A Transportadora Já-Vai Ltda. adquiriu um caminhão para utilizar em suas atividades, por $ 1.800.000, tendo pago no ato (1º-10-x9) $ 600.000 e emitido quatro notas promissórias com vencimento ao final de cada trimestre, de $ 300.000 cada. Considerando-se que a vida útil estimada do caminhão é de cinco anos, o efeito dessa operação nas demonstrações contábeis de 31-12-x9 é:
Uma redução nas disponibilidades de $ 90.000
Uma despesa de depreciação de $ 9.000
Uma despesa de depreciação de $ 90.000
Uma exigibilidade (Passivo) de $ 90.000
Um aumento no Ativo Permanente de $ 180.000
O Balancete de Verificação da Empresa Papagaio em 31-12-X2 apresentava os saldos das seguintes contas (em R$ mil): Adiantamento a fornecedores R$ 30; Duplicatas a receber R$ 20; Adiantamento de Clientes R$ 50; Capital R$ 100; Salários a Pagar R$ 30; Caixa R$ 115; Estoques R$ 40; Empréstimos a pagar R$ 40; Prejuízos Acumulados R$ 20; Fornecedores R$ 5. Qual das alternativas indica o valor total do Capital de terceiros?
O Balanço Patrimonial é uma das demonstrações contábeis de maior importância visualizar a situação e saúde patrimonial de uma empresa. Ele é dividido em dois grandes grupos denominados Ativo e Passivo, além das subdivisões como ativo e passivo circulantes e ativo e passivo não circulantes. O conhecimento de tais grupos é essencial para uma análise assertiva e uma tomada de decisão segura.
R$ 1.923.075,00
R$ 855.950,00
R$ 807.125,00
R$ 1.115.950,00
R$ 1.067.125,00
Você está estudando na disciplina Contabilidade Básica que diante uma economia cada vez mais globalizada, é de fundamental importância que o gestor tenha conhecimentos básicos ao que se refere a estrutura das demonstrações contábeis, pois a tendência atual é que as informações contábeis se tornem cada vez mais úteis e necessárias para a tomada de decisão.
O Balanço Patrimonial é uma das demonstrações contábeis de maior importância visualizar a situação e saúde patrimonial de uma empresa. Ele é dividido em dois grandes grupos denominados Ativo e Passivo, além das subdivisões como ativo e passivo circulantes e ativo e passivo não circulantes. O conhecimento de tais grupos é essencial para uma análise assertiva e uma tomada de decisão segura.
Nesse sentido, analise o balanço patrimonial da empresa ACQA Ltda emitido em 31/12/2021:
![](data:image/png;base64,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)
Agora considere que em 2022, a empresa registrou os seguintes fatos contábeis:
- Aumento de capital social no valor de R$ 100.000,00 sendo que 60% foi integralizado no ato e em dinheiro, 10% foi integralizado na forma de móveis e utensílios, 10% foi integralizado na forma de mercadorias para estoques e o restante será integralizado em até 6 meses.
- Compra de R$ 50.000,00 de mercadorias para revenda sendo que somente 50% foram pagos à vista.
- Pagamento de 25% do saldo existente da conta “Impostos a Recolher”.
De posse de do balanço patrimonial de 2021 e dos eventos contábeis ocorridos em 2022, responda:
Qual o NOVO valor total do capital a disposição da empresa?
R$ 1.923.075,00
R$ 855.950,00
R$ 807.125,00
R$ 1.067.125,00
R$ 1.115.950,00
Dadas as informações a seguir, separe as contas entre Ativo e Passivo e responda qual o valor do grupo do Patrimônio Líquido. Capital Social R$ 1.020,00; Máquinas e Equipamentos R$ 800,00; Bancos R$ 250,00; Caixa R$ 100,00; Fornecedores R$ 120,00; Empréstimos R$ 200,00; Impostos a Recuperar R$ 150,00; Capital a realizar R$ 40,00.
R$ 1.060,00
R$ 980,00
R$ 1.000,00
R$ 1.020,00
R$ 730,00
Abaixo é apresentado o Balanço Patrimonial da empresa Comercial de Móveis de Ferro e aço Ltda., levantado em 31/12/20x3, os dados foram extraídos, de forma desordenada e sem preocupação com a natureza dos saldos:
![](http://sga.uniube.br/images/uploads/11179/Cta2.png)
Com base nesses itens, assinale a alternativa que contém, pela ordem, os valores correspondentes ao Ativo Circulante e ao Ativo Não Circulante:
$ 266.000,00 e $ 150.000,00
$ 253.000,00 e $ 101.000,00
$ 256.000,00 e $ 93.000,00
$ 278.000,00 e $ 98.000,00
$ 265.000,00 e $ 140.000,00
O patrimônio de uma empresa, em um determinado momento, está representado por numerário ($ 50.000,00), bens de venda ($ 350.000,00), fornecedores ($ 100.000,00), bens de uso ($250.000,00), contas a pagar ($200.000,00), bens de renda ($50.000,00) e títulos a receber ($100.000,00). Seu patrimônio líquido é de:
$ 1.100,000,00
$ 650.000,00
$ 900.000,00
$ 500.000,00
$ 750.000,00
A Transportadora Já-Vai Ltda. adquiriu um caminhão para utilizar em suas atividades, por $ 1.800.000, tendo pago no ato (1º-10-x9) $ 600.000 e emitido quatro notas promissórias com vencimento ao final de cada trimestre, de $ 300.000 cada. Considerando-se que a vida útil estimada do caminhão é de cinco anos, o efeito dessa operação nas demonstrações contábeis de 31-12-x9 é:
Uma redução nas disponibilidades de $ 90.000
Uma despesa de depreciação de $ 9.000
Uma despesa de depreciação de $ 90.000
Uma exigibilidade (Passivo) de $ 90.000
Um aumento no Ativo Permanente de $ 180.000
O Balancete de Verificação da Empresa Papagaio em 31-12-X2 apresentava os saldos das seguintes contas (em R$ mil): Adiantamento a fornecedores R$ 30; Duplicatas a receber R$ 20; Adiantamento de Clientes R$ 50; Capital R$ 100; Salários a Pagar R$ 30; Caixa R$ 115; Estoques R$ 40; Empréstimos a pagar R$ 40; Prejuízos Acumulados R$ 20; Fornecedores R$ 5. Qual das alternativas indica o valor total do Capital de terceiros?
O Balanço Patrimonial é uma das demonstrações contábeis de maior importância visualizar a situação e saúde patrimonial de uma empresa. Ele é dividido em dois grandes grupos denominados Ativo e Passivo, além das subdivisões como ativo e passivo circulantes e ativo e passivo não circulantes. O conhecimento de tais grupos é essencial para uma análise assertiva e uma tomada de decisão segura.
De posse de do balanço patrimonial de 2021 e dos eventos contábeis ocorridos em 2022, responda:
R$ 1.923.075,00
R$ 855.950,00
R$ 807.125,00
R$ 1.067.125,00
R$ 1.115.950,00
Dadas as informações a seguir, separe as contas entre Ativo e Passivo e responda qual o valor do grupo do Patrimônio Líquido. Capital Social R$ 1.020,00; Máquinas e Equipamentos R$ 800,00; Bancos R$ 250,00; Caixa R$ 100,00; Fornecedores R$ 120,00; Empréstimos R$ 200,00; Impostos a Recuperar R$ 150,00; Capital a realizar R$ 40,00.
R$ 1.060,00
R$ 980,00
R$ 1.000,00
R$ 1.020,00
R$ 730,00
Abaixo é apresentado o Balanço Patrimonial da empresa Comercial de Móveis de Ferro e aço Ltda., levantado em 31/12/20x3, os dados foram extraídos, de forma desordenada e sem preocupação com a natureza dos saldos:
![](http://sga.uniube.br/images/uploads/11179/Cta2.png)
Com base nesses itens, assinale a alternativa que contém, pela ordem, os valores correspondentes ao Ativo Circulante e ao Ativo Não Circulante:
$ 266.000,00 e $ 150.000,00
$ 253.000,00 e $ 101.000,00
$ 256.000,00 e $ 93.000,00
$ 278.000,00 e $ 98.000,00
$ 265.000,00 e $ 140.000,00
O patrimônio de uma empresa, em um determinado momento, está representado por numerário ($ 50.000,00), bens de venda ($ 350.000,00), fornecedores ($ 100.000,00), bens de uso ($250.000,00), contas a pagar ($200.000,00), bens de renda ($50.000,00) e títulos a receber ($100.000,00). Seu patrimônio líquido é de:
$ 1.100,000,00
$ 650.000,00
$ 900.000,00
$ 500.000,00
$ 750.000,00
A Transportadora Já-Vai Ltda. adquiriu um caminhão para utilizar em suas atividades, por $ 1.800.000, tendo pago no ato (1º-10-x9) $ 600.000 e emitido quatro notas promissórias com vencimento ao final de cada trimestre, de $ 300.000 cada. Considerando-se que a vida útil estimada do caminhão é de cinco anos, o efeito dessa operação nas demonstrações contábeis de 31-12-x9 é:
Uma redução nas disponibilidades de $ 90.000
Uma despesa de depreciação de $ 9.000
Uma despesa de depreciação de $ 90.000
Uma exigibilidade (Passivo) de $ 90.000
Um aumento no Ativo Permanente de $ 180.000
O Balancete de Verificação da Empresa Papagaio em 31-12-X2 apresentava os saldos das seguintes contas (em R$ mil): Adiantamento a fornecedores R$ 30; Duplicatas a receber R$ 20; Adiantamento de Clientes R$ 50; Capital R$ 100; Salários a Pagar R$ 30; Caixa R$ 115; Estoques R$ 40; Empréstimos a pagar R$ 40; Prejuízos Acumulados R$ 20; Fornecedores R$ 5. Qual das alternativas indica o valor total do Capital de terceiros?
R$ 1.060,00
R$ 980,00
R$ 1.000,00
R$ 1.020,00
R$ 730,00
Abaixo é apresentado o Balanço Patrimonial da empresa Comercial de Móveis de Ferro e aço Ltda., levantado em 31/12/20x3, os dados foram extraídos, de forma desordenada e sem preocupação com a natureza dos saldos:
![](http://sga.uniube.br/images/uploads/11179/Cta2.png)
Com base nesses itens, assinale a alternativa que contém, pela ordem, os valores correspondentes ao Ativo Circulante e ao Ativo Não Circulante:
$ 266.000,00 e $ 150.000,00
$ 253.000,00 e $ 101.000,00
$ 256.000,00 e $ 93.000,00
$ 278.000,00 e $ 98.000,00
$ 265.000,00 e $ 140.000,00
O patrimônio de uma empresa, em um determinado momento, está representado por numerário ($ 50.000,00), bens de venda ($ 350.000,00), fornecedores ($ 100.000,00), bens de uso ($250.000,00), contas a pagar ($200.000,00), bens de renda ($50.000,00) e títulos a receber ($100.000,00). Seu patrimônio líquido é de:
$ 1.100,000,00
$ 650.000,00
$ 900.000,00
$ 500.000,00
$ 750.000,00
A Transportadora Já-Vai Ltda. adquiriu um caminhão para utilizar em suas atividades, por $ 1.800.000, tendo pago no ato (1º-10-x9) $ 600.000 e emitido quatro notas promissórias com vencimento ao final de cada trimestre, de $ 300.000 cada. Considerando-se que a vida útil estimada do caminhão é de cinco anos, o efeito dessa operação nas demonstrações contábeis de 31-12-x9 é:
Uma redução nas disponibilidades de $ 90.000
Uma despesa de depreciação de $ 9.000
Uma despesa de depreciação de $ 90.000
Uma exigibilidade (Passivo) de $ 90.000
Um aumento no Ativo Permanente de $ 180.000
O Balancete de Verificação da Empresa Papagaio em 31-12-X2 apresentava os saldos das seguintes contas (em R$ mil): Adiantamento a fornecedores R$ 30; Duplicatas a receber R$ 20; Adiantamento de Clientes R$ 50; Capital R$ 100; Salários a Pagar R$ 30; Caixa R$ 115; Estoques R$ 40; Empréstimos a pagar R$ 40; Prejuízos Acumulados R$ 20; Fornecedores R$ 5. Qual das alternativas indica o valor total do Capital de terceiros?
![](http://sga.uniube.br/images/uploads/11179/Cta2.png)
$ 266.000,00 e $ 150.000,00
$ 253.000,00 e $ 101.000,00
$ 256.000,00 e $ 93.000,00
$ 278.000,00 e $ 98.000,00
$ 265.000,00 e $ 140.000,00
O patrimônio de uma empresa, em um determinado momento, está representado por numerário ($ 50.000,00), bens de venda ($ 350.000,00), fornecedores ($ 100.000,00), bens de uso ($250.000,00), contas a pagar ($200.000,00), bens de renda ($50.000,00) e títulos a receber ($100.000,00). Seu patrimônio líquido é de:
$ 1.100,000,00
$ 650.000,00
$ 900.000,00
$ 500.000,00
$ 750.000,00
A Transportadora Já-Vai Ltda. adquiriu um caminhão para utilizar em suas atividades, por $ 1.800.000, tendo pago no ato (1º-10-x9) $ 600.000 e emitido quatro notas promissórias com vencimento ao final de cada trimestre, de $ 300.000 cada. Considerando-se que a vida útil estimada do caminhão é de cinco anos, o efeito dessa operação nas demonstrações contábeis de 31-12-x9 é:
Uma redução nas disponibilidades de $ 90.000
Uma despesa de depreciação de $ 9.000
Uma despesa de depreciação de $ 90.000
Uma exigibilidade (Passivo) de $ 90.000
Um aumento no Ativo Permanente de $ 180.000
O Balancete de Verificação da Empresa Papagaio em 31-12-X2 apresentava os saldos das seguintes contas (em R$ mil): Adiantamento a fornecedores R$ 30; Duplicatas a receber R$ 20; Adiantamento de Clientes R$ 50; Capital R$ 100; Salários a Pagar R$ 30; Caixa R$ 115; Estoques R$ 40; Empréstimos a pagar R$ 40; Prejuízos Acumulados R$ 20; Fornecedores R$ 5. Qual das alternativas indica o valor total do Capital de terceiros?
$ 1.100,000,00
$ 650.000,00
$ 900.000,00
$ 500.000,00
$ 750.000,00
A Transportadora Já-Vai Ltda. adquiriu um caminhão para utilizar em suas atividades, por $ 1.800.000, tendo pago no ato (1º-10-x9) $ 600.000 e emitido quatro notas promissórias com vencimento ao final de cada trimestre, de $ 300.000 cada. Considerando-se que a vida útil estimada do caminhão é de cinco anos, o efeito dessa operação nas demonstrações contábeis de 31-12-x9 é:
Uma redução nas disponibilidades de $ 90.000
Uma despesa de depreciação de $ 9.000
Uma despesa de depreciação de $ 90.000
Uma exigibilidade (Passivo) de $ 90.000
Um aumento no Ativo Permanente de $ 180.000
O Balancete de Verificação da Empresa Papagaio em 31-12-X2 apresentava os saldos das seguintes contas (em R$ mil): Adiantamento a fornecedores R$ 30; Duplicatas a receber R$ 20; Adiantamento de Clientes R$ 50; Capital R$ 100; Salários a Pagar R$ 30; Caixa R$ 115; Estoques R$ 40; Empréstimos a pagar R$ 40; Prejuízos Acumulados R$ 20; Fornecedores R$ 5. Qual das alternativas indica o valor total do Capital de terceiros?
Uma redução nas disponibilidades de $ 90.000
Uma despesa de depreciação de $ 9.000
Uma despesa de depreciação de $ 90.000
Uma exigibilidade (Passivo) de $ 90.000
Um aumento no Ativo Permanente de $ 180.000