CONTABILIDADE BÁSICA
O Balancete de Verificação da Empresa Gaivota em 31-12-X1 apresentava os saldos das seguintes contas (em $mil): Bancos $ 10; Clientes $ 20; Capital a Realizar $ 50; Capital $ 100; Salários a Pagar $ 10; Caixa $ 15; Mercadorias $ 40; Empréstimos a pagar $ 40; Prejuízos Acumulados $ 20; Fornecedores $ 5. Qual das alternativas indica o valor total do capital de terceiros:
$ 55,00;
$ 155,00;
$ 85,00;
$ 30,00;
$ 105,00;
O balancete de verificação de uma determinada empresa levantado em 31/12/x5 apresenta a seguinte posição: Disponível Caixa R$ 150; Contas a Pagar R$ 300; Empréstimos a Pagar R$ 200; Duplicatas a Receber R$ 200; Móveis e Utensílios R$ 700; Receitas de Serviços R$ 1.400; Despesas Antecipadas de Seguros R$ 50; Despesas de Salários R$ 200; Capital Social R$ 500; Lucro ou prejuízo acumulado R$ 100; Despesas de Impostos R$ 200; Despesas de Materiais Diversos R$ 200; Despesas de Energia R$ 100; Despesas Combustível R$ 300; Receita Financeira R$ 100; Descontos Concedidos R$ 100; Instalações R$ 400.O encerramento das contas de Receita e Despesa informará que houve:
R$ 300 de lucro líquido.
R$ 100 de prejuízo.
R$ 400 de lucro líquido.
R$ 100 de lucro líquido.
R$ 900 de lucro líquido.
No caso de uma empresa ter contratado um seguro contra fogo pelo período de 01/10/x09 a 30/09/x10, pagando um prêmio único de $ 12.000, teríamos, em consequência dessa operação, por ocasião do encerramento do exercício, em 31-12-x09.
Uma despesa antecipada de $ 9.000
Uma exigibilidade de $ 12.000
Um disponível de $ 3.000
Uma exigibilidade de $ 9.000
Um valor a receber de $ 3.000
A empresa Tablet Ltda., no final de certo exercício contábil, constatou, em valores, as contas a seguir:
Estoque Inicial de Mercadorias: R$ 400,00;
Compras de Mercadorias: R$ 700,00;
Vendas de Mercadorias: R$ 900,00;
Estoque Final de Mercadorias conforme inventário físico: R$ 300,00.
Mediante os saldos apresentados, as contas Custo das Mercadorias Vendidas - CMV e Resultado da Conta Mercadorias – RCM resultam em:
R$ 700, R$ 400.
R$ 400, R$ 600.
R$ 800, R$ 100.
R$ 700, R$ 200.
R$ 100, R$ 200.
A liquidação de uma dívida consiste na verificação do direito adquirido pelo credor tendo por base os títulos e documentos comprobatórios do respectivo crédito. Sendo assim, contabilmente se um terceiro adquire um direito, a empresa contrai uma obrigação de pagamento, ou seja, ocorreu o fato gerador da obrigação sob a ótica patrimonial. Com relação ao pagamento de uma obrigação, pode-se afirmar que o lançamento contábil pertinente:
Diminui o Passivo e o Patrimônio Líquido e aumenta o Ativo.
Diminui o Ativo e o Passivo e aumenta o Patrimônio Líquido.
Diminui e aumenta o Patrimônio Líquido.
Diminui o Ativo e o Passivo
Aumenta o Ativo e diminui o Passivo.
Sabe-se que existem contas patrimoniais, que vão para o Balanço patrimonial e as contas de resultado que vão para Demonstração do Resultado do exercício. Sobre contas patrimoniais, julgue as sentenças a seguir:
I. Aplicações financeiras é conta de patrimônio líquido.
II. Adiantamento a Fornecedores é conta de passivo.
III. Capital a realizar é conta de patrimônio líquido.
IV. Aplicações financeiras é conta do ativo.
São verdadeiras as afirmações contidas nas seguintes proposições:
II, III e IV, somente
II e III, somente
I e II, somente
I, II e III, somente
III e IV, somente
Contabilidade é a ciência que estuda as variações quantitativas e qualitativas ocorridas no Patrimônio (conjunto de bens, direitos e obrigações) das entidades. Por meio dela são fornecidas informações úteis a tomadas de decisões para os usuários internos ou externos da contabilidade. Para isso, ela tem como um de seus objetivos, registrar fatos e transações avaliáveis monetariamente, isto é, somente são registrados fatos expressos em termos monetários. Dentre as alternativas abaixo assinale aquela que contenha o princípio aplicável a este fato:
Realização
Competência
Denominador comum monetário
Entidade
Custo como base de valor
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total das aplicações de recursos?
R$ 729.750,00
R$ 775.950,00
R$ 1.059.750,00
R$ 1.835.700,00
R$ 1.105.950,00
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total do capital de terceiros?
$ 55,00;
$ 155,00;
$ 85,00;
$ 30,00;
$ 105,00;
O balancete de verificação de uma determinada empresa levantado em 31/12/x5 apresenta a seguinte posição: Disponível Caixa R$ 150; Contas a Pagar R$ 300; Empréstimos a Pagar R$ 200; Duplicatas a Receber R$ 200; Móveis e Utensílios R$ 700; Receitas de Serviços R$ 1.400; Despesas Antecipadas de Seguros R$ 50; Despesas de Salários R$ 200; Capital Social R$ 500; Lucro ou prejuízo acumulado R$ 100; Despesas de Impostos R$ 200; Despesas de Materiais Diversos R$ 200; Despesas de Energia R$ 100; Despesas Combustível R$ 300; Receita Financeira R$ 100; Descontos Concedidos R$ 100; Instalações R$ 400.O encerramento das contas de Receita e Despesa informará que houve:
R$ 300 de lucro líquido.
R$ 100 de prejuízo.
R$ 400 de lucro líquido.
R$ 100 de lucro líquido.
R$ 900 de lucro líquido.
No caso de uma empresa ter contratado um seguro contra fogo pelo período de 01/10/x09 a 30/09/x10, pagando um prêmio único de $ 12.000, teríamos, em consequência dessa operação, por ocasião do encerramento do exercício, em 31-12-x09.
Uma despesa antecipada de $ 9.000
Uma exigibilidade de $ 12.000
Um disponível de $ 3.000
Uma exigibilidade de $ 9.000
Um valor a receber de $ 3.000
A empresa Tablet Ltda., no final de certo exercício contábil, constatou, em valores, as contas a seguir:
Estoque Inicial de Mercadorias: R$ 400,00;
Compras de Mercadorias: R$ 700,00;
Vendas de Mercadorias: R$ 900,00;
Estoque Final de Mercadorias conforme inventário físico: R$ 300,00.
Mediante os saldos apresentados, as contas Custo das Mercadorias Vendidas - CMV e Resultado da Conta Mercadorias – RCM resultam em:
R$ 700, R$ 400.
R$ 400, R$ 600.
R$ 800, R$ 100.
R$ 700, R$ 200.
R$ 100, R$ 200.
A liquidação de uma dívida consiste na verificação do direito adquirido pelo credor tendo por base os títulos e documentos comprobatórios do respectivo crédito. Sendo assim, contabilmente se um terceiro adquire um direito, a empresa contrai uma obrigação de pagamento, ou seja, ocorreu o fato gerador da obrigação sob a ótica patrimonial. Com relação ao pagamento de uma obrigação, pode-se afirmar que o lançamento contábil pertinente:
Diminui o Passivo e o Patrimônio Líquido e aumenta o Ativo.
Diminui o Ativo e o Passivo e aumenta o Patrimônio Líquido.
Diminui e aumenta o Patrimônio Líquido.
Diminui o Ativo e o Passivo
Aumenta o Ativo e diminui o Passivo.
Sabe-se que existem contas patrimoniais, que vão para o Balanço patrimonial e as contas de resultado que vão para Demonstração do Resultado do exercício. Sobre contas patrimoniais, julgue as sentenças a seguir:
I. Aplicações financeiras é conta de patrimônio líquido.
II. Adiantamento a Fornecedores é conta de passivo.
III. Capital a realizar é conta de patrimônio líquido.
IV. Aplicações financeiras é conta do ativo.
São verdadeiras as afirmações contidas nas seguintes proposições:
II, III e IV, somente
II e III, somente
I e II, somente
I, II e III, somente
III e IV, somente
Contabilidade é a ciência que estuda as variações quantitativas e qualitativas ocorridas no Patrimônio (conjunto de bens, direitos e obrigações) das entidades. Por meio dela são fornecidas informações úteis a tomadas de decisões para os usuários internos ou externos da contabilidade. Para isso, ela tem como um de seus objetivos, registrar fatos e transações avaliáveis monetariamente, isto é, somente são registrados fatos expressos em termos monetários. Dentre as alternativas abaixo assinale aquela que contenha o princípio aplicável a este fato:
Realização
Competência
Denominador comum monetário
Entidade
Custo como base de valor
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total das aplicações de recursos?
R$ 729.750,00
R$ 775.950,00
R$ 1.059.750,00
R$ 1.835.700,00
R$ 1.105.950,00
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total do capital de terceiros?
R$ 300 de lucro líquido.
R$ 100 de prejuízo.
R$ 400 de lucro líquido.
R$ 100 de lucro líquido.
R$ 900 de lucro líquido.
No caso de uma empresa ter contratado um seguro contra fogo pelo período de 01/10/x09 a 30/09/x10, pagando um prêmio único de $ 12.000, teríamos, em consequência dessa operação, por ocasião do encerramento do exercício, em 31-12-x09.
Uma despesa antecipada de $ 9.000
Uma exigibilidade de $ 12.000
Um disponível de $ 3.000
Uma exigibilidade de $ 9.000
Um valor a receber de $ 3.000
A empresa Tablet Ltda., no final de certo exercício contábil, constatou, em valores, as contas a seguir:
Estoque Inicial de Mercadorias: R$ 400,00;
Compras de Mercadorias: R$ 700,00;
Vendas de Mercadorias: R$ 900,00;
Estoque Final de Mercadorias conforme inventário físico: R$ 300,00.
Mediante os saldos apresentados, as contas Custo das Mercadorias Vendidas - CMV e Resultado da Conta Mercadorias – RCM resultam em:
R$ 700, R$ 400.
R$ 400, R$ 600.
R$ 800, R$ 100.
R$ 700, R$ 200.
R$ 100, R$ 200.
A liquidação de uma dívida consiste na verificação do direito adquirido pelo credor tendo por base os títulos e documentos comprobatórios do respectivo crédito. Sendo assim, contabilmente se um terceiro adquire um direito, a empresa contrai uma obrigação de pagamento, ou seja, ocorreu o fato gerador da obrigação sob a ótica patrimonial. Com relação ao pagamento de uma obrigação, pode-se afirmar que o lançamento contábil pertinente:
Diminui o Passivo e o Patrimônio Líquido e aumenta o Ativo.
Diminui o Ativo e o Passivo e aumenta o Patrimônio Líquido.
Diminui e aumenta o Patrimônio Líquido.
Diminui o Ativo e o Passivo
Aumenta o Ativo e diminui o Passivo.
Sabe-se que existem contas patrimoniais, que vão para o Balanço patrimonial e as contas de resultado que vão para Demonstração do Resultado do exercício. Sobre contas patrimoniais, julgue as sentenças a seguir:
I. Aplicações financeiras é conta de patrimônio líquido.
II. Adiantamento a Fornecedores é conta de passivo.
III. Capital a realizar é conta de patrimônio líquido.
IV. Aplicações financeiras é conta do ativo.
São verdadeiras as afirmações contidas nas seguintes proposições:
II, III e IV, somente
II e III, somente
I e II, somente
I, II e III, somente
III e IV, somente
Contabilidade é a ciência que estuda as variações quantitativas e qualitativas ocorridas no Patrimônio (conjunto de bens, direitos e obrigações) das entidades. Por meio dela são fornecidas informações úteis a tomadas de decisões para os usuários internos ou externos da contabilidade. Para isso, ela tem como um de seus objetivos, registrar fatos e transações avaliáveis monetariamente, isto é, somente são registrados fatos expressos em termos monetários. Dentre as alternativas abaixo assinale aquela que contenha o princípio aplicável a este fato:
Realização
Competência
Denominador comum monetário
Entidade
Custo como base de valor
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total das aplicações de recursos?
R$ 729.750,00
R$ 775.950,00
R$ 1.059.750,00
R$ 1.835.700,00
R$ 1.105.950,00
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total do capital de terceiros?
Uma despesa antecipada de $ 9.000
Uma exigibilidade de $ 12.000
Um disponível de $ 3.000
Uma exigibilidade de $ 9.000
Um valor a receber de $ 3.000
A empresa Tablet Ltda., no final de certo exercício contábil, constatou, em valores, as contas a seguir:
Estoque Inicial de Mercadorias: R$ 400,00;
Compras de Mercadorias: R$ 700,00;
Vendas de Mercadorias: R$ 900,00;
Estoque Final de Mercadorias conforme inventário físico: R$ 300,00.
Mediante os saldos apresentados, as contas Custo das Mercadorias Vendidas - CMV e Resultado da Conta Mercadorias – RCM resultam em:
R$ 700, R$ 400.
R$ 400, R$ 600.
R$ 800, R$ 100.
R$ 700, R$ 200.
R$ 100, R$ 200.
A liquidação de uma dívida consiste na verificação do direito adquirido pelo credor tendo por base os títulos e documentos comprobatórios do respectivo crédito. Sendo assim, contabilmente se um terceiro adquire um direito, a empresa contrai uma obrigação de pagamento, ou seja, ocorreu o fato gerador da obrigação sob a ótica patrimonial. Com relação ao pagamento de uma obrigação, pode-se afirmar que o lançamento contábil pertinente:
Diminui o Passivo e o Patrimônio Líquido e aumenta o Ativo.
Diminui o Ativo e o Passivo e aumenta o Patrimônio Líquido.
Diminui e aumenta o Patrimônio Líquido.
Diminui o Ativo e o Passivo
Aumenta o Ativo e diminui o Passivo.
Sabe-se que existem contas patrimoniais, que vão para o Balanço patrimonial e as contas de resultado que vão para Demonstração do Resultado do exercício. Sobre contas patrimoniais, julgue as sentenças a seguir:
I. Aplicações financeiras é conta de patrimônio líquido.
II. Adiantamento a Fornecedores é conta de passivo.
III. Capital a realizar é conta de patrimônio líquido.
IV. Aplicações financeiras é conta do ativo.
São verdadeiras as afirmações contidas nas seguintes proposições:
II, III e IV, somente
II e III, somente
I e II, somente
I, II e III, somente
III e IV, somente
Contabilidade é a ciência que estuda as variações quantitativas e qualitativas ocorridas no Patrimônio (conjunto de bens, direitos e obrigações) das entidades. Por meio dela são fornecidas informações úteis a tomadas de decisões para os usuários internos ou externos da contabilidade. Para isso, ela tem como um de seus objetivos, registrar fatos e transações avaliáveis monetariamente, isto é, somente são registrados fatos expressos em termos monetários. Dentre as alternativas abaixo assinale aquela que contenha o princípio aplicável a este fato:
Realização
Competência
Denominador comum monetário
Entidade
Custo como base de valor
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total das aplicações de recursos?
R$ 729.750,00
R$ 775.950,00
R$ 1.059.750,00
R$ 1.835.700,00
R$ 1.105.950,00
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total do capital de terceiros?
R$ 700, R$ 400.
R$ 400, R$ 600.
R$ 800, R$ 100.
R$ 700, R$ 200.
R$ 100, R$ 200.
A liquidação de uma dívida consiste na verificação do direito adquirido pelo credor tendo por base os títulos e documentos comprobatórios do respectivo crédito. Sendo assim, contabilmente se um terceiro adquire um direito, a empresa contrai uma obrigação de pagamento, ou seja, ocorreu o fato gerador da obrigação sob a ótica patrimonial. Com relação ao pagamento de uma obrigação, pode-se afirmar que o lançamento contábil pertinente:
Diminui o Passivo e o Patrimônio Líquido e aumenta o Ativo.
Diminui o Ativo e o Passivo e aumenta o Patrimônio Líquido.
Diminui e aumenta o Patrimônio Líquido.
Diminui o Ativo e o Passivo
Aumenta o Ativo e diminui o Passivo.
Sabe-se que existem contas patrimoniais, que vão para o Balanço patrimonial e as contas de resultado que vão para Demonstração do Resultado do exercício. Sobre contas patrimoniais, julgue as sentenças a seguir:
I. Aplicações financeiras é conta de patrimônio líquido.
II. Adiantamento a Fornecedores é conta de passivo.
III. Capital a realizar é conta de patrimônio líquido.
IV. Aplicações financeiras é conta do ativo.
São verdadeiras as afirmações contidas nas seguintes proposições:
II, III e IV, somente
II e III, somente
I e II, somente
I, II e III, somente
III e IV, somente
Contabilidade é a ciência que estuda as variações quantitativas e qualitativas ocorridas no Patrimônio (conjunto de bens, direitos e obrigações) das entidades. Por meio dela são fornecidas informações úteis a tomadas de decisões para os usuários internos ou externos da contabilidade. Para isso, ela tem como um de seus objetivos, registrar fatos e transações avaliáveis monetariamente, isto é, somente são registrados fatos expressos em termos monetários. Dentre as alternativas abaixo assinale aquela que contenha o princípio aplicável a este fato:
Realização
Competência
Denominador comum monetário
Entidade
Custo como base de valor
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total das aplicações de recursos?
R$ 729.750,00
R$ 775.950,00
R$ 1.059.750,00
R$ 1.835.700,00
R$ 1.105.950,00
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total do capital de terceiros?
Diminui o Passivo e o Patrimônio Líquido e aumenta o Ativo.
Diminui o Ativo e o Passivo e aumenta o Patrimônio Líquido.
Diminui e aumenta o Patrimônio Líquido.
Diminui o Ativo e o Passivo
Aumenta o Ativo e diminui o Passivo.
Sabe-se que existem contas patrimoniais, que vão para o Balanço patrimonial e as contas de resultado que vão para Demonstração do Resultado do exercício. Sobre contas patrimoniais, julgue as sentenças a seguir:
I. Aplicações financeiras é conta de patrimônio líquido.
II. Adiantamento a Fornecedores é conta de passivo.
III. Capital a realizar é conta de patrimônio líquido.
IV. Aplicações financeiras é conta do ativo.
São verdadeiras as afirmações contidas nas seguintes proposições:
II, III e IV, somente
II e III, somente
I e II, somente
I, II e III, somente
III e IV, somente
Contabilidade é a ciência que estuda as variações quantitativas e qualitativas ocorridas no Patrimônio (conjunto de bens, direitos e obrigações) das entidades. Por meio dela são fornecidas informações úteis a tomadas de decisões para os usuários internos ou externos da contabilidade. Para isso, ela tem como um de seus objetivos, registrar fatos e transações avaliáveis monetariamente, isto é, somente são registrados fatos expressos em termos monetários. Dentre as alternativas abaixo assinale aquela que contenha o princípio aplicável a este fato:
Realização
Competência
Denominador comum monetário
Entidade
Custo como base de valor
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total das aplicações de recursos?
R$ 729.750,00
R$ 775.950,00
R$ 1.059.750,00
R$ 1.835.700,00
R$ 1.105.950,00
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total do capital de terceiros?
II, III e IV, somente
II e III, somente
I e II, somente
I, II e III, somente
III e IV, somente
Contabilidade é a ciência que estuda as variações quantitativas e qualitativas ocorridas no Patrimônio (conjunto de bens, direitos e obrigações) das entidades. Por meio dela são fornecidas informações úteis a tomadas de decisões para os usuários internos ou externos da contabilidade. Para isso, ela tem como um de seus objetivos, registrar fatos e transações avaliáveis monetariamente, isto é, somente são registrados fatos expressos em termos monetários. Dentre as alternativas abaixo assinale aquela que contenha o princípio aplicável a este fato:
Realização
Competência
Denominador comum monetário
Entidade
Custo como base de valor
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total das aplicações de recursos?
R$ 729.750,00
R$ 775.950,00
R$ 1.059.750,00
R$ 1.835.700,00
R$ 1.105.950,00
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total do capital de terceiros?
Realização
Competência
Denominador comum monetário
Entidade
Custo como base de valor
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total das aplicações de recursos?
R$ 729.750,00
R$ 775.950,00
R$ 1.059.750,00
R$ 1.835.700,00
R$ 1.105.950,00
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 abaixo e em seguida responda o que se pede:
![](data:image/png;base64,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)
Após analisar o Balanço patrimonial acima, responda:
Qual o valor total do capital de terceiros?
R$ 729.750,00
R$ 775.950,00
R$ 1.059.750,00
R$ 1.835.700,00
R$ 1.105.950,00