CONTABILIDADE COMERCIAL
A empresa Novo Horizonte S.A realizou vendas no valor de R$38.000,00, recebeu em devolução R$8.000,00, registrou impostos sobre vendas de R$10.000,00 e apurou o custo das mercadorias vendidas no valor R$20.000,00. Qual foi o resultado obtido com as mercadorias (RCM) em reais?
38.000,00
28.000,00
20.000,00
0,00
30.000,00
As demonstrações contábeis são uma representação estruturada da posição patrimonial e financeira e do desempenho da entidade. O objetivo das demonstrações contábeis é o de proporcionar informação acerca da posição patrimonial e financeira, do desempenho e dos fluxos de caixa da entidade que seja útil a um grande número de usuários em suas avaliações e tomada de decisões econômicas. As demonstrações contábeis também objetivam apresentar os resultados da atuação da administração, em face de seus deveres e responsabilidades na gestão diligente dos recursos que lhe foram confiados. Analise o quadro abaixo e de acordo com as informações contidas nele, assinale a alternativa que contenha o lucro Bruto da empresa:
![](data:image/png;base64,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)
$8.000
$18.000
$5.000.
$25.000
$10.000
Depreciação, amortização e exaustação representam, do ponto de vista matemático, uma recuperação gradual de Capital ao longo da vida útil do bem ou tempo de utilização do direito. O lançamento no resultado de uma despesa apenas contábil para expressar uma perda de valor representa, na verdade, o lançamento de uma despesa “fictícia”, ou não desembolsável. Todavia é sabido que nem todos os itens classificados como imobilizado são depreciáveis. Analise as alternativas abaixo e assinale aquela que contenha apenas itens que não podem sofrer depreciação:
Antiguidades e prédios
Terrenos e veículos
Obras de arte, antiguidades e terrenos
Antiguidades e máquinas
Obras de arte e veículos
Assinale a alternativa correta: Para se apurar o custo da mercadoria vendida é necessário, primeiramente, escolher a forma com que a empresa irá controlar e avaliar seu estoque de mercadorias. As duas formas de controle existentes são o inventário periódico e o inventário permanente. Pelo método do inventário periódico, o custo das mercadorias vendidas de uma empresa é formado:
Pelas compras das mercadorias (incluídos todos os custos de aquisição), adicionados os impostos incidentes, mais estoque final, menos estoque inicial.
Pelos impostos a recuperar de compras de mercadorias
Pelas vendas de mercadorias, adicionados os impostos incidentes.
Pelas compras das mercadorias (incluídos todos os custos de aquisição), deduzidos os impostos recuperáveis, mais estoque inicial, menos estoque final.
Pelos impostos a pagar sobre compras de mercadorias.
A Sociedade Empresária adquiriu, a prazo, mercadorias para revenda pelo valor de R$ 300.000,00, com incidência de ICMS de R$ 51.000,00 incluído na NF. Adicionalmente, pagou, à vista, R$ 5.000,00 a título de frete para transporte das mercadorias, sem incidência de ICMS. Tendo como referência apenas essas informações apresentadas, o lançamento contábil que melhor registra essa operação é:
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recolher R$ 51.000,00
CRÉDITO - Fornecedores R$ 305.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
CRÉDITO - Fornecedores R$ 249.000,00
CRÉDITO - Caixa R$ 5.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
CRÉDITO - Fornecedores R$ 300.000,00
CRÉDITO - Caixa R$ 5.000,00
DÉBITO - Mercadorias para Revenda – R$ 249.000,00
DÉBITO - ICMS – Despesas Tributárias R$ 51.000,00
CRÉDITO - Caixa R$ 5.000,00
CRÉDITO - Fornecedores R$ 254.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
DÉBITO - Fretes e Carretos – Despesa Administrativa R$ 5.000,00
CRÉDITO - Fornecedores R$ 300.000,00
CRÉDITO - Caixa R$ 5.000,00
Os impostos ou taxas sobre as vendas incidem e guardam proporcionalidade com o preço de venda. Além dos impostos sobre as vendas, existem também as taxas que guardam proporcionalidade com as vendas. Para as empresas comerciais, os tributos incidentes sobre as vendas mais comuns são:
IPTU e ICMS.
ICMS e IPI somente.
ICMS, IPI (alguns casos), ISS (alguns casos), PIS sobre faturamento e COFINS
ICMS, PIS e COFINS somente.
Imposto de Renda e Contribuição Social.
Regime Tributário é o conjunto de normas e procedimentos que estabelece a forma de apuração e recolhimento dos impostos inerentes às empresas, de acordo com o porte, atividade e faturamentos delas. O tipo de atividade da empresa tem vinculação direta com os impostos de que ela é contribuinte. Diante disto, uma empresa industrial, em sua operação de vendas deverá recolher quais impostos?
IR, IPI, PIS, ISS e COFINS
ICMS, IPI, IPVA e ISS
PIS, COFINS, FGTS, ISS
ICMS, IPI, PIS, COFINS e ISS.
IPTU, IPI, CSLL, INSS
O artigo 176 da lei 6.404 estipula que ao fim de cada exercício social, a diretoria fará elaborar, com base na escrituração mercantil da companhia, as seguintes demonstrações financeiras, que deverão exprimir com clareza a situação do patrimônio da companhia e as mutações ocorridas no exercício:
- Balanço patrimonial;
- Demonstração dos lucros ou prejuízos acumulados;
- Demonstração do resultado do exercício; e
- Demonstração dos fluxos de caixa;
- Se companhia aberta, demonstração do valor adicionado
Com base nas disposições desta Lei, julgue os itens a seguir, relativos à DRE e em seguida assinale a alterantiva que contenha a sequência correta:
I - O objetivo da DRE é evidenciar o desempenho da entidade. Essa demonstração é uma representação estruturada do total das receitas deduzidas as despesas e também abrange os ganhos e as perdas do período
II - Na DRE, as Receitas Financeiras devem ser deduzidas das Despesas Financeiras.
III - Na DRE as contas de resultado de natureza credora sempre representam receita;
IV - A DRA deve, obrigatoriamente, trazer o resultado líquido apurado na DRE.
F-V-F-F
F-F -F-V
F-V-V-V
V- F -F -V
V-V-F-F
A DRE é uma grande aliada do empreendedor. Por isso, saber usá-la é tão importante para a administração de uma empresa. Esse relatório confronta os dados das receitas e das despesas do negócio, mostrando o resultado líquido do seu desempenho e detalhando a real situação operacional de um negócio. Em relação a Elaboração da DRE, julgue em verdadeiro (V) e falso (F):
I. A DRE é um relatório contábil que evidencia o resultado econômico da empresa.
II. Na DRE, todas as contas de resultados não podem estar com seus saldos devidamente zerados (encerrados).
III. O lucro operacional líquidos é resultado apurado no desenvolvimento das atividades principais da empresa.
IV. Na DRE, as informações nela apresentadas podem ser extraídas dos lançamentos de diários relativos à contabilização do resultado bruto, do resultado líquido, das deduções, participações e destinações do resultado.
V. São deduções do resultado do exercício as participações e as despesas financeiras.
VI. Na DRE, o contabilista não deve coletar dados diretamente do livro Razão.
VII. Os componentes da DRE são: Prêmio na emissão de debêntures, Juros sobre o capital próprio, Ajuste a valor presente e Doações e subvenções para investimentos.
Sobre as afirmações acima, assinale a alternativa correta:
V, F, F, V, F, F, V
F, V, V, V, V, F, F
F, V, F, V, V, F, V
V, V, F, F, V, F, V
F, F, V, F, V, F, F
A legislação do IR de 1999, Decreto nº 3.000, art. 311, afirma que o tempo de depreciação de um bem adquirido usado será determinado levando-se em conta o maior tempo entre os seguintes tempos apurados:
- Tempo restante em relação à primeira instalação
- Metade do tempo de depreciação de um bem novo do mesmo tipo.
Imagine que uma empresa adquire uma máquina pelo valor de R$ 3.000,00 ao fim do seu 3 ano de uso com uma vida útil de 10 anos. Qual deverá ser o período de anos que a empresa deverá adotar para se depreciar a máquina:
38.000,00
28.000,00
20.000,00
0,00
30.000,00
As demonstrações contábeis são uma representação estruturada da posição patrimonial e financeira e do desempenho da entidade. O objetivo das demonstrações contábeis é o de proporcionar informação acerca da posição patrimonial e financeira, do desempenho e dos fluxos de caixa da entidade que seja útil a um grande número de usuários em suas avaliações e tomada de decisões econômicas. As demonstrações contábeis também objetivam apresentar os resultados da atuação da administração, em face de seus deveres e responsabilidades na gestão diligente dos recursos que lhe foram confiados. Analise o quadro abaixo e de acordo com as informações contidas nele, assinale a alternativa que contenha o lucro Bruto da empresa:
![](data:image/png;base64,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)
$8.000
$18.000
$5.000.
$25.000
$10.000
Depreciação, amortização e exaustação representam, do ponto de vista matemático, uma recuperação gradual de Capital ao longo da vida útil do bem ou tempo de utilização do direito. O lançamento no resultado de uma despesa apenas contábil para expressar uma perda de valor representa, na verdade, o lançamento de uma despesa “fictícia”, ou não desembolsável. Todavia é sabido que nem todos os itens classificados como imobilizado são depreciáveis. Analise as alternativas abaixo e assinale aquela que contenha apenas itens que não podem sofrer depreciação:
Antiguidades e prédios
Terrenos e veículos
Obras de arte, antiguidades e terrenos
Antiguidades e máquinas
Obras de arte e veículos
Assinale a alternativa correta: Para se apurar o custo da mercadoria vendida é necessário, primeiramente, escolher a forma com que a empresa irá controlar e avaliar seu estoque de mercadorias. As duas formas de controle existentes são o inventário periódico e o inventário permanente. Pelo método do inventário periódico, o custo das mercadorias vendidas de uma empresa é formado:
Pelas compras das mercadorias (incluídos todos os custos de aquisição), adicionados os impostos incidentes, mais estoque final, menos estoque inicial.
Pelos impostos a recuperar de compras de mercadorias
Pelas vendas de mercadorias, adicionados os impostos incidentes.
Pelas compras das mercadorias (incluídos todos os custos de aquisição), deduzidos os impostos recuperáveis, mais estoque inicial, menos estoque final.
Pelos impostos a pagar sobre compras de mercadorias.
A Sociedade Empresária adquiriu, a prazo, mercadorias para revenda pelo valor de R$ 300.000,00, com incidência de ICMS de R$ 51.000,00 incluído na NF. Adicionalmente, pagou, à vista, R$ 5.000,00 a título de frete para transporte das mercadorias, sem incidência de ICMS. Tendo como referência apenas essas informações apresentadas, o lançamento contábil que melhor registra essa operação é:
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recolher R$ 51.000,00
CRÉDITO - Fornecedores R$ 305.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
CRÉDITO - Fornecedores R$ 249.000,00
CRÉDITO - Caixa R$ 5.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
CRÉDITO - Fornecedores R$ 300.000,00
CRÉDITO - Caixa R$ 5.000,00
DÉBITO - Mercadorias para Revenda – R$ 249.000,00
DÉBITO - ICMS – Despesas Tributárias R$ 51.000,00
CRÉDITO - Caixa R$ 5.000,00
CRÉDITO - Fornecedores R$ 254.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
DÉBITO - Fretes e Carretos – Despesa Administrativa R$ 5.000,00
CRÉDITO - Fornecedores R$ 300.000,00
CRÉDITO - Caixa R$ 5.000,00
Os impostos ou taxas sobre as vendas incidem e guardam proporcionalidade com o preço de venda. Além dos impostos sobre as vendas, existem também as taxas que guardam proporcionalidade com as vendas. Para as empresas comerciais, os tributos incidentes sobre as vendas mais comuns são:
IPTU e ICMS.
ICMS e IPI somente.
ICMS, IPI (alguns casos), ISS (alguns casos), PIS sobre faturamento e COFINS
ICMS, PIS e COFINS somente.
Imposto de Renda e Contribuição Social.
Regime Tributário é o conjunto de normas e procedimentos que estabelece a forma de apuração e recolhimento dos impostos inerentes às empresas, de acordo com o porte, atividade e faturamentos delas. O tipo de atividade da empresa tem vinculação direta com os impostos de que ela é contribuinte. Diante disto, uma empresa industrial, em sua operação de vendas deverá recolher quais impostos?
IR, IPI, PIS, ISS e COFINS
ICMS, IPI, IPVA e ISS
PIS, COFINS, FGTS, ISS
ICMS, IPI, PIS, COFINS e ISS.
IPTU, IPI, CSLL, INSS
O artigo 176 da lei 6.404 estipula que ao fim de cada exercício social, a diretoria fará elaborar, com base na escrituração mercantil da companhia, as seguintes demonstrações financeiras, que deverão exprimir com clareza a situação do patrimônio da companhia e as mutações ocorridas no exercício:
- Balanço patrimonial;
- Demonstração dos lucros ou prejuízos acumulados;
- Demonstração do resultado do exercício; e
- Demonstração dos fluxos de caixa;
- Se companhia aberta, demonstração do valor adicionado
Com base nas disposições desta Lei, julgue os itens a seguir, relativos à DRE e em seguida assinale a alterantiva que contenha a sequência correta:
I - O objetivo da DRE é evidenciar o desempenho da entidade. Essa demonstração é uma representação estruturada do total das receitas deduzidas as despesas e também abrange os ganhos e as perdas do período
II - Na DRE, as Receitas Financeiras devem ser deduzidas das Despesas Financeiras.
III - Na DRE as contas de resultado de natureza credora sempre representam receita;
IV - A DRA deve, obrigatoriamente, trazer o resultado líquido apurado na DRE.
F-V-F-F
F-F -F-V
F-V-V-V
V- F -F -V
V-V-F-F
A DRE é uma grande aliada do empreendedor. Por isso, saber usá-la é tão importante para a administração de uma empresa. Esse relatório confronta os dados das receitas e das despesas do negócio, mostrando o resultado líquido do seu desempenho e detalhando a real situação operacional de um negócio. Em relação a Elaboração da DRE, julgue em verdadeiro (V) e falso (F):
I. A DRE é um relatório contábil que evidencia o resultado econômico da empresa.
II. Na DRE, todas as contas de resultados não podem estar com seus saldos devidamente zerados (encerrados).
III. O lucro operacional líquidos é resultado apurado no desenvolvimento das atividades principais da empresa.
IV. Na DRE, as informações nela apresentadas podem ser extraídas dos lançamentos de diários relativos à contabilização do resultado bruto, do resultado líquido, das deduções, participações e destinações do resultado.
V. São deduções do resultado do exercício as participações e as despesas financeiras.
VI. Na DRE, o contabilista não deve coletar dados diretamente do livro Razão.
VII. Os componentes da DRE são: Prêmio na emissão de debêntures, Juros sobre o capital próprio, Ajuste a valor presente e Doações e subvenções para investimentos.
Sobre as afirmações acima, assinale a alternativa correta:
V, F, F, V, F, F, V
F, V, V, V, V, F, F
F, V, F, V, V, F, V
V, V, F, F, V, F, V
F, F, V, F, V, F, F
A legislação do IR de 1999, Decreto nº 3.000, art. 311, afirma que o tempo de depreciação de um bem adquirido usado será determinado levando-se em conta o maior tempo entre os seguintes tempos apurados:
- Tempo restante em relação à primeira instalação
- Metade do tempo de depreciação de um bem novo do mesmo tipo.
Imagine que uma empresa adquire uma máquina pelo valor de R$ 3.000,00 ao fim do seu 3 ano de uso com uma vida útil de 10 anos. Qual deverá ser o período de anos que a empresa deverá adotar para se depreciar a máquina:
$8.000
$18.000
$5.000.
$25.000
$10.000
Depreciação, amortização e exaustação representam, do ponto de vista matemático, uma recuperação gradual de Capital ao longo da vida útil do bem ou tempo de utilização do direito. O lançamento no resultado de uma despesa apenas contábil para expressar uma perda de valor representa, na verdade, o lançamento de uma despesa “fictícia”, ou não desembolsável. Todavia é sabido que nem todos os itens classificados como imobilizado são depreciáveis. Analise as alternativas abaixo e assinale aquela que contenha apenas itens que não podem sofrer depreciação:
Antiguidades e prédios
Terrenos e veículos
Obras de arte, antiguidades e terrenos
Antiguidades e máquinas
Obras de arte e veículos
Assinale a alternativa correta: Para se apurar o custo da mercadoria vendida é necessário, primeiramente, escolher a forma com que a empresa irá controlar e avaliar seu estoque de mercadorias. As duas formas de controle existentes são o inventário periódico e o inventário permanente. Pelo método do inventário periódico, o custo das mercadorias vendidas de uma empresa é formado:
Pelas compras das mercadorias (incluídos todos os custos de aquisição), adicionados os impostos incidentes, mais estoque final, menos estoque inicial.
Pelos impostos a recuperar de compras de mercadorias
Pelas vendas de mercadorias, adicionados os impostos incidentes.
Pelas compras das mercadorias (incluídos todos os custos de aquisição), deduzidos os impostos recuperáveis, mais estoque inicial, menos estoque final.
Pelos impostos a pagar sobre compras de mercadorias.
A Sociedade Empresária adquiriu, a prazo, mercadorias para revenda pelo valor de R$ 300.000,00, com incidência de ICMS de R$ 51.000,00 incluído na NF. Adicionalmente, pagou, à vista, R$ 5.000,00 a título de frete para transporte das mercadorias, sem incidência de ICMS. Tendo como referência apenas essas informações apresentadas, o lançamento contábil que melhor registra essa operação é:
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recolher R$ 51.000,00
CRÉDITO - Fornecedores R$ 305.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
CRÉDITO - Fornecedores R$ 249.000,00
CRÉDITO - Caixa R$ 5.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
CRÉDITO - Fornecedores R$ 300.000,00
CRÉDITO - Caixa R$ 5.000,00
DÉBITO - Mercadorias para Revenda – R$ 249.000,00
DÉBITO - ICMS – Despesas Tributárias R$ 51.000,00
CRÉDITO - Caixa R$ 5.000,00
CRÉDITO - Fornecedores R$ 254.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
DÉBITO - Fretes e Carretos – Despesa Administrativa R$ 5.000,00
CRÉDITO - Fornecedores R$ 300.000,00
CRÉDITO - Caixa R$ 5.000,00
Os impostos ou taxas sobre as vendas incidem e guardam proporcionalidade com o preço de venda. Além dos impostos sobre as vendas, existem também as taxas que guardam proporcionalidade com as vendas. Para as empresas comerciais, os tributos incidentes sobre as vendas mais comuns são:
IPTU e ICMS.
ICMS e IPI somente.
ICMS, IPI (alguns casos), ISS (alguns casos), PIS sobre faturamento e COFINS
ICMS, PIS e COFINS somente.
Imposto de Renda e Contribuição Social.
Regime Tributário é o conjunto de normas e procedimentos que estabelece a forma de apuração e recolhimento dos impostos inerentes às empresas, de acordo com o porte, atividade e faturamentos delas. O tipo de atividade da empresa tem vinculação direta com os impostos de que ela é contribuinte. Diante disto, uma empresa industrial, em sua operação de vendas deverá recolher quais impostos?
IR, IPI, PIS, ISS e COFINS
ICMS, IPI, IPVA e ISS
PIS, COFINS, FGTS, ISS
ICMS, IPI, PIS, COFINS e ISS.
IPTU, IPI, CSLL, INSS
O artigo 176 da lei 6.404 estipula que ao fim de cada exercício social, a diretoria fará elaborar, com base na escrituração mercantil da companhia, as seguintes demonstrações financeiras, que deverão exprimir com clareza a situação do patrimônio da companhia e as mutações ocorridas no exercício:
- Balanço patrimonial;
- Demonstração dos lucros ou prejuízos acumulados;
- Demonstração do resultado do exercício; e
- Demonstração dos fluxos de caixa;
- Se companhia aberta, demonstração do valor adicionado
Com base nas disposições desta Lei, julgue os itens a seguir, relativos à DRE e em seguida assinale a alterantiva que contenha a sequência correta:
I - O objetivo da DRE é evidenciar o desempenho da entidade. Essa demonstração é uma representação estruturada do total das receitas deduzidas as despesas e também abrange os ganhos e as perdas do período
II - Na DRE, as Receitas Financeiras devem ser deduzidas das Despesas Financeiras.
III - Na DRE as contas de resultado de natureza credora sempre representam receita;
IV - A DRA deve, obrigatoriamente, trazer o resultado líquido apurado na DRE.
F-V-F-F
F-F -F-V
F-V-V-V
V- F -F -V
V-V-F-F
A DRE é uma grande aliada do empreendedor. Por isso, saber usá-la é tão importante para a administração de uma empresa. Esse relatório confronta os dados das receitas e das despesas do negócio, mostrando o resultado líquido do seu desempenho e detalhando a real situação operacional de um negócio. Em relação a Elaboração da DRE, julgue em verdadeiro (V) e falso (F):
I. A DRE é um relatório contábil que evidencia o resultado econômico da empresa.
II. Na DRE, todas as contas de resultados não podem estar com seus saldos devidamente zerados (encerrados).
III. O lucro operacional líquidos é resultado apurado no desenvolvimento das atividades principais da empresa.
IV. Na DRE, as informações nela apresentadas podem ser extraídas dos lançamentos de diários relativos à contabilização do resultado bruto, do resultado líquido, das deduções, participações e destinações do resultado.
V. São deduções do resultado do exercício as participações e as despesas financeiras.
VI. Na DRE, o contabilista não deve coletar dados diretamente do livro Razão.
VII. Os componentes da DRE são: Prêmio na emissão de debêntures, Juros sobre o capital próprio, Ajuste a valor presente e Doações e subvenções para investimentos.
Sobre as afirmações acima, assinale a alternativa correta:
V, F, F, V, F, F, V
F, V, V, V, V, F, F
F, V, F, V, V, F, V
V, V, F, F, V, F, V
F, F, V, F, V, F, F
A legislação do IR de 1999, Decreto nº 3.000, art. 311, afirma que o tempo de depreciação de um bem adquirido usado será determinado levando-se em conta o maior tempo entre os seguintes tempos apurados:
- Tempo restante em relação à primeira instalação
- Metade do tempo de depreciação de um bem novo do mesmo tipo.
Imagine que uma empresa adquire uma máquina pelo valor de R$ 3.000,00 ao fim do seu 3 ano de uso com uma vida útil de 10 anos. Qual deverá ser o período de anos que a empresa deverá adotar para se depreciar a máquina:
Antiguidades e prédios
Terrenos e veículos
Obras de arte, antiguidades e terrenos
Antiguidades e máquinas
Obras de arte e veículos
Assinale a alternativa correta: Para se apurar o custo da mercadoria vendida é necessário, primeiramente, escolher a forma com que a empresa irá controlar e avaliar seu estoque de mercadorias. As duas formas de controle existentes são o inventário periódico e o inventário permanente. Pelo método do inventário periódico, o custo das mercadorias vendidas de uma empresa é formado:
Pelas compras das mercadorias (incluídos todos os custos de aquisição), adicionados os impostos incidentes, mais estoque final, menos estoque inicial.
Pelos impostos a recuperar de compras de mercadorias
Pelas vendas de mercadorias, adicionados os impostos incidentes.
Pelas compras das mercadorias (incluídos todos os custos de aquisição), deduzidos os impostos recuperáveis, mais estoque inicial, menos estoque final.
Pelos impostos a pagar sobre compras de mercadorias.
A Sociedade Empresária adquiriu, a prazo, mercadorias para revenda pelo valor de R$ 300.000,00, com incidência de ICMS de R$ 51.000,00 incluído na NF. Adicionalmente, pagou, à vista, R$ 5.000,00 a título de frete para transporte das mercadorias, sem incidência de ICMS. Tendo como referência apenas essas informações apresentadas, o lançamento contábil que melhor registra essa operação é:
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recolher R$ 51.000,00
CRÉDITO - Fornecedores R$ 305.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
CRÉDITO - Fornecedores R$ 249.000,00
CRÉDITO - Caixa R$ 5.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
CRÉDITO - Fornecedores R$ 300.000,00
CRÉDITO - Caixa R$ 5.000,00
DÉBITO - Mercadorias para Revenda – R$ 249.000,00
DÉBITO - ICMS – Despesas Tributárias R$ 51.000,00
CRÉDITO - Caixa R$ 5.000,00
CRÉDITO - Fornecedores R$ 254.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
DÉBITO - Fretes e Carretos – Despesa Administrativa R$ 5.000,00
CRÉDITO - Fornecedores R$ 300.000,00
CRÉDITO - Caixa R$ 5.000,00
Os impostos ou taxas sobre as vendas incidem e guardam proporcionalidade com o preço de venda. Além dos impostos sobre as vendas, existem também as taxas que guardam proporcionalidade com as vendas. Para as empresas comerciais, os tributos incidentes sobre as vendas mais comuns são:
IPTU e ICMS.
ICMS e IPI somente.
ICMS, IPI (alguns casos), ISS (alguns casos), PIS sobre faturamento e COFINS
ICMS, PIS e COFINS somente.
Imposto de Renda e Contribuição Social.
Regime Tributário é o conjunto de normas e procedimentos que estabelece a forma de apuração e recolhimento dos impostos inerentes às empresas, de acordo com o porte, atividade e faturamentos delas. O tipo de atividade da empresa tem vinculação direta com os impostos de que ela é contribuinte. Diante disto, uma empresa industrial, em sua operação de vendas deverá recolher quais impostos?
IR, IPI, PIS, ISS e COFINS
ICMS, IPI, IPVA e ISS
PIS, COFINS, FGTS, ISS
ICMS, IPI, PIS, COFINS e ISS.
IPTU, IPI, CSLL, INSS
O artigo 176 da lei 6.404 estipula que ao fim de cada exercício social, a diretoria fará elaborar, com base na escrituração mercantil da companhia, as seguintes demonstrações financeiras, que deverão exprimir com clareza a situação do patrimônio da companhia e as mutações ocorridas no exercício:
- Balanço patrimonial;
- Demonstração dos lucros ou prejuízos acumulados;
- Demonstração do resultado do exercício; e
- Demonstração dos fluxos de caixa;
- Se companhia aberta, demonstração do valor adicionado
Com base nas disposições desta Lei, julgue os itens a seguir, relativos à DRE e em seguida assinale a alterantiva que contenha a sequência correta:
I - O objetivo da DRE é evidenciar o desempenho da entidade. Essa demonstração é uma representação estruturada do total das receitas deduzidas as despesas e também abrange os ganhos e as perdas do período
II - Na DRE, as Receitas Financeiras devem ser deduzidas das Despesas Financeiras.
III - Na DRE as contas de resultado de natureza credora sempre representam receita;
IV - A DRA deve, obrigatoriamente, trazer o resultado líquido apurado na DRE.
F-V-F-F
F-F -F-V
F-V-V-V
V- F -F -V
V-V-F-F
A DRE é uma grande aliada do empreendedor. Por isso, saber usá-la é tão importante para a administração de uma empresa. Esse relatório confronta os dados das receitas e das despesas do negócio, mostrando o resultado líquido do seu desempenho e detalhando a real situação operacional de um negócio. Em relação a Elaboração da DRE, julgue em verdadeiro (V) e falso (F):
I. A DRE é um relatório contábil que evidencia o resultado econômico da empresa.
II. Na DRE, todas as contas de resultados não podem estar com seus saldos devidamente zerados (encerrados).
III. O lucro operacional líquidos é resultado apurado no desenvolvimento das atividades principais da empresa.
IV. Na DRE, as informações nela apresentadas podem ser extraídas dos lançamentos de diários relativos à contabilização do resultado bruto, do resultado líquido, das deduções, participações e destinações do resultado.
V. São deduções do resultado do exercício as participações e as despesas financeiras.
VI. Na DRE, o contabilista não deve coletar dados diretamente do livro Razão.
VII. Os componentes da DRE são: Prêmio na emissão de debêntures, Juros sobre o capital próprio, Ajuste a valor presente e Doações e subvenções para investimentos.
Sobre as afirmações acima, assinale a alternativa correta:
V, F, F, V, F, F, V
F, V, V, V, V, F, F
F, V, F, V, V, F, V
V, V, F, F, V, F, V
F, F, V, F, V, F, F
A legislação do IR de 1999, Decreto nº 3.000, art. 311, afirma que o tempo de depreciação de um bem adquirido usado será determinado levando-se em conta o maior tempo entre os seguintes tempos apurados:
- Tempo restante em relação à primeira instalação
- Metade do tempo de depreciação de um bem novo do mesmo tipo.
Imagine que uma empresa adquire uma máquina pelo valor de R$ 3.000,00 ao fim do seu 3 ano de uso com uma vida útil de 10 anos. Qual deverá ser o período de anos que a empresa deverá adotar para se depreciar a máquina:
Pelas compras das mercadorias (incluídos todos os custos de aquisição), adicionados os impostos incidentes, mais estoque final, menos estoque inicial.
Pelos impostos a recuperar de compras de mercadorias
Pelas vendas de mercadorias, adicionados os impostos incidentes.
Pelas compras das mercadorias (incluídos todos os custos de aquisição), deduzidos os impostos recuperáveis, mais estoque inicial, menos estoque final.
Pelos impostos a pagar sobre compras de mercadorias.
A Sociedade Empresária adquiriu, a prazo, mercadorias para revenda pelo valor de R$ 300.000,00, com incidência de ICMS de R$ 51.000,00 incluído na NF. Adicionalmente, pagou, à vista, R$ 5.000,00 a título de frete para transporte das mercadorias, sem incidência de ICMS. Tendo como referência apenas essas informações apresentadas, o lançamento contábil que melhor registra essa operação é:
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recolher R$ 51.000,00
CRÉDITO - Fornecedores R$ 305.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
CRÉDITO - Fornecedores R$ 249.000,00
CRÉDITO - Caixa R$ 5.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
CRÉDITO - Fornecedores R$ 300.000,00
CRÉDITO - Caixa R$ 5.000,00
DÉBITO - Mercadorias para Revenda – R$ 249.000,00
DÉBITO - ICMS – Despesas Tributárias R$ 51.000,00
CRÉDITO - Caixa R$ 5.000,00
CRÉDITO - Fornecedores R$ 254.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
DÉBITO - Fretes e Carretos – Despesa Administrativa R$ 5.000,00
CRÉDITO - Fornecedores R$ 300.000,00
CRÉDITO - Caixa R$ 5.000,00
Os impostos ou taxas sobre as vendas incidem e guardam proporcionalidade com o preço de venda. Além dos impostos sobre as vendas, existem também as taxas que guardam proporcionalidade com as vendas. Para as empresas comerciais, os tributos incidentes sobre as vendas mais comuns são:
IPTU e ICMS.
ICMS e IPI somente.
ICMS, IPI (alguns casos), ISS (alguns casos), PIS sobre faturamento e COFINS
ICMS, PIS e COFINS somente.
Imposto de Renda e Contribuição Social.
Regime Tributário é o conjunto de normas e procedimentos que estabelece a forma de apuração e recolhimento dos impostos inerentes às empresas, de acordo com o porte, atividade e faturamentos delas. O tipo de atividade da empresa tem vinculação direta com os impostos de que ela é contribuinte. Diante disto, uma empresa industrial, em sua operação de vendas deverá recolher quais impostos?
IR, IPI, PIS, ISS e COFINS
ICMS, IPI, IPVA e ISS
PIS, COFINS, FGTS, ISS
ICMS, IPI, PIS, COFINS e ISS.
IPTU, IPI, CSLL, INSS
O artigo 176 da lei 6.404 estipula que ao fim de cada exercício social, a diretoria fará elaborar, com base na escrituração mercantil da companhia, as seguintes demonstrações financeiras, que deverão exprimir com clareza a situação do patrimônio da companhia e as mutações ocorridas no exercício:
- Balanço patrimonial;
- Demonstração dos lucros ou prejuízos acumulados;
- Demonstração do resultado do exercício; e
- Demonstração dos fluxos de caixa;
- Se companhia aberta, demonstração do valor adicionado
Com base nas disposições desta Lei, julgue os itens a seguir, relativos à DRE e em seguida assinale a alterantiva que contenha a sequência correta:
I - O objetivo da DRE é evidenciar o desempenho da entidade. Essa demonstração é uma representação estruturada do total das receitas deduzidas as despesas e também abrange os ganhos e as perdas do período
II - Na DRE, as Receitas Financeiras devem ser deduzidas das Despesas Financeiras.
III - Na DRE as contas de resultado de natureza credora sempre representam receita;
IV - A DRA deve, obrigatoriamente, trazer o resultado líquido apurado na DRE.
F-V-F-F
F-F -F-V
F-V-V-V
V- F -F -V
V-V-F-F
A DRE é uma grande aliada do empreendedor. Por isso, saber usá-la é tão importante para a administração de uma empresa. Esse relatório confronta os dados das receitas e das despesas do negócio, mostrando o resultado líquido do seu desempenho e detalhando a real situação operacional de um negócio. Em relação a Elaboração da DRE, julgue em verdadeiro (V) e falso (F):
I. A DRE é um relatório contábil que evidencia o resultado econômico da empresa.
II. Na DRE, todas as contas de resultados não podem estar com seus saldos devidamente zerados (encerrados).
III. O lucro operacional líquidos é resultado apurado no desenvolvimento das atividades principais da empresa.
IV. Na DRE, as informações nela apresentadas podem ser extraídas dos lançamentos de diários relativos à contabilização do resultado bruto, do resultado líquido, das deduções, participações e destinações do resultado.
V. São deduções do resultado do exercício as participações e as despesas financeiras.
VI. Na DRE, o contabilista não deve coletar dados diretamente do livro Razão.
VII. Os componentes da DRE são: Prêmio na emissão de debêntures, Juros sobre o capital próprio, Ajuste a valor presente e Doações e subvenções para investimentos.
Sobre as afirmações acima, assinale a alternativa correta:
V, F, F, V, F, F, V
F, V, V, V, V, F, F
F, V, F, V, V, F, V
V, V, F, F, V, F, V
F, F, V, F, V, F, F
A legislação do IR de 1999, Decreto nº 3.000, art. 311, afirma que o tempo de depreciação de um bem adquirido usado será determinado levando-se em conta o maior tempo entre os seguintes tempos apurados:
- Tempo restante em relação à primeira instalação
- Metade do tempo de depreciação de um bem novo do mesmo tipo.
Imagine que uma empresa adquire uma máquina pelo valor de R$ 3.000,00 ao fim do seu 3 ano de uso com uma vida útil de 10 anos. Qual deverá ser o período de anos que a empresa deverá adotar para se depreciar a máquina:
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recolher R$ 51.000,00
CRÉDITO - Fornecedores R$ 305.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
CRÉDITO - Fornecedores R$ 249.000,00
CRÉDITO - Caixa R$ 5.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
CRÉDITO - Fornecedores R$ 300.000,00
CRÉDITO - Caixa R$ 5.000,00
DÉBITO - Mercadorias para Revenda – R$ 249.000,00
DÉBITO - ICMS – Despesas Tributárias R$ 51.000,00
CRÉDITO - Caixa R$ 5.000,00
CRÉDITO - Fornecedores R$ 254.000,00
DÉBITO - Mercadorias para Revenda – R$ 254.000,00
DÉBITO - ICMS a recuperar R$ 51.000,00
DÉBITO - Fretes e Carretos – Despesa Administrativa R$ 5.000,00
CRÉDITO - Fornecedores R$ 300.000,00
CRÉDITO - Caixa R$ 5.000,00
Os impostos ou taxas sobre as vendas incidem e guardam proporcionalidade com o preço de venda. Além dos impostos sobre as vendas, existem também as taxas que guardam proporcionalidade com as vendas. Para as empresas comerciais, os tributos incidentes sobre as vendas mais comuns são:
IPTU e ICMS.
ICMS e IPI somente.
ICMS, IPI (alguns casos), ISS (alguns casos), PIS sobre faturamento e COFINS
ICMS, PIS e COFINS somente.
Imposto de Renda e Contribuição Social.
Regime Tributário é o conjunto de normas e procedimentos que estabelece a forma de apuração e recolhimento dos impostos inerentes às empresas, de acordo com o porte, atividade e faturamentos delas. O tipo de atividade da empresa tem vinculação direta com os impostos de que ela é contribuinte. Diante disto, uma empresa industrial, em sua operação de vendas deverá recolher quais impostos?
IR, IPI, PIS, ISS e COFINS
ICMS, IPI, IPVA e ISS
PIS, COFINS, FGTS, ISS
ICMS, IPI, PIS, COFINS e ISS.
IPTU, IPI, CSLL, INSS
O artigo 176 da lei 6.404 estipula que ao fim de cada exercício social, a diretoria fará elaborar, com base na escrituração mercantil da companhia, as seguintes demonstrações financeiras, que deverão exprimir com clareza a situação do patrimônio da companhia e as mutações ocorridas no exercício:
- Balanço patrimonial;
- Demonstração dos lucros ou prejuízos acumulados;
- Demonstração do resultado do exercício; e
- Demonstração dos fluxos de caixa;
- Se companhia aberta, demonstração do valor adicionado
Com base nas disposições desta Lei, julgue os itens a seguir, relativos à DRE e em seguida assinale a alterantiva que contenha a sequência correta:
I - O objetivo da DRE é evidenciar o desempenho da entidade. Essa demonstração é uma representação estruturada do total das receitas deduzidas as despesas e também abrange os ganhos e as perdas do período
II - Na DRE, as Receitas Financeiras devem ser deduzidas das Despesas Financeiras.
III - Na DRE as contas de resultado de natureza credora sempre representam receita;
IV - A DRA deve, obrigatoriamente, trazer o resultado líquido apurado na DRE.
F-V-F-F
F-F -F-V
F-V-V-V
V- F -F -V
V-V-F-F
A DRE é uma grande aliada do empreendedor. Por isso, saber usá-la é tão importante para a administração de uma empresa. Esse relatório confronta os dados das receitas e das despesas do negócio, mostrando o resultado líquido do seu desempenho e detalhando a real situação operacional de um negócio. Em relação a Elaboração da DRE, julgue em verdadeiro (V) e falso (F):
I. A DRE é um relatório contábil que evidencia o resultado econômico da empresa.
II. Na DRE, todas as contas de resultados não podem estar com seus saldos devidamente zerados (encerrados).
III. O lucro operacional líquidos é resultado apurado no desenvolvimento das atividades principais da empresa.
IV. Na DRE, as informações nela apresentadas podem ser extraídas dos lançamentos de diários relativos à contabilização do resultado bruto, do resultado líquido, das deduções, participações e destinações do resultado.
V. São deduções do resultado do exercício as participações e as despesas financeiras.
VI. Na DRE, o contabilista não deve coletar dados diretamente do livro Razão.
VII. Os componentes da DRE são: Prêmio na emissão de debêntures, Juros sobre o capital próprio, Ajuste a valor presente e Doações e subvenções para investimentos.
Sobre as afirmações acima, assinale a alternativa correta:
V, F, F, V, F, F, V
F, V, V, V, V, F, F
F, V, F, V, V, F, V
V, V, F, F, V, F, V
F, F, V, F, V, F, F
A legislação do IR de 1999, Decreto nº 3.000, art. 311, afirma que o tempo de depreciação de um bem adquirido usado será determinado levando-se em conta o maior tempo entre os seguintes tempos apurados:
- Tempo restante em relação à primeira instalação
- Metade do tempo de depreciação de um bem novo do mesmo tipo.
Imagine que uma empresa adquire uma máquina pelo valor de R$ 3.000,00 ao fim do seu 3 ano de uso com uma vida útil de 10 anos. Qual deverá ser o período de anos que a empresa deverá adotar para se depreciar a máquina:
IPTU e ICMS.
ICMS e IPI somente.
ICMS, IPI (alguns casos), ISS (alguns casos), PIS sobre faturamento e COFINS
ICMS, PIS e COFINS somente.
Imposto de Renda e Contribuição Social.
Regime Tributário é o conjunto de normas e procedimentos que estabelece a forma de apuração e recolhimento dos impostos inerentes às empresas, de acordo com o porte, atividade e faturamentos delas. O tipo de atividade da empresa tem vinculação direta com os impostos de que ela é contribuinte. Diante disto, uma empresa industrial, em sua operação de vendas deverá recolher quais impostos?
IR, IPI, PIS, ISS e COFINS
ICMS, IPI, IPVA e ISS
PIS, COFINS, FGTS, ISS
ICMS, IPI, PIS, COFINS e ISS.
IPTU, IPI, CSLL, INSS
O artigo 176 da lei 6.404 estipula que ao fim de cada exercício social, a diretoria fará elaborar, com base na escrituração mercantil da companhia, as seguintes demonstrações financeiras, que deverão exprimir com clareza a situação do patrimônio da companhia e as mutações ocorridas no exercício:
- Balanço patrimonial;
- Demonstração dos lucros ou prejuízos acumulados;
- Demonstração do resultado do exercício; e
- Demonstração dos fluxos de caixa;
- Se companhia aberta, demonstração do valor adicionado
Com base nas disposições desta Lei, julgue os itens a seguir, relativos à DRE e em seguida assinale a alterantiva que contenha a sequência correta:
I - O objetivo da DRE é evidenciar o desempenho da entidade. Essa demonstração é uma representação estruturada do total das receitas deduzidas as despesas e também abrange os ganhos e as perdas do período
II - Na DRE, as Receitas Financeiras devem ser deduzidas das Despesas Financeiras.
III - Na DRE as contas de resultado de natureza credora sempre representam receita;
IV - A DRA deve, obrigatoriamente, trazer o resultado líquido apurado na DRE.
F-V-F-F
F-F -F-V
F-V-V-V
V- F -F -V
V-V-F-F
A DRE é uma grande aliada do empreendedor. Por isso, saber usá-la é tão importante para a administração de uma empresa. Esse relatório confronta os dados das receitas e das despesas do negócio, mostrando o resultado líquido do seu desempenho e detalhando a real situação operacional de um negócio. Em relação a Elaboração da DRE, julgue em verdadeiro (V) e falso (F):
I. A DRE é um relatório contábil que evidencia o resultado econômico da empresa.
II. Na DRE, todas as contas de resultados não podem estar com seus saldos devidamente zerados (encerrados).
III. O lucro operacional líquidos é resultado apurado no desenvolvimento das atividades principais da empresa.
IV. Na DRE, as informações nela apresentadas podem ser extraídas dos lançamentos de diários relativos à contabilização do resultado bruto, do resultado líquido, das deduções, participações e destinações do resultado.
V. São deduções do resultado do exercício as participações e as despesas financeiras.
VI. Na DRE, o contabilista não deve coletar dados diretamente do livro Razão.
VII. Os componentes da DRE são: Prêmio na emissão de debêntures, Juros sobre o capital próprio, Ajuste a valor presente e Doações e subvenções para investimentos.
Sobre as afirmações acima, assinale a alternativa correta:
V, F, F, V, F, F, V
F, V, V, V, V, F, F
F, V, F, V, V, F, V
V, V, F, F, V, F, V
F, F, V, F, V, F, F
A legislação do IR de 1999, Decreto nº 3.000, art. 311, afirma que o tempo de depreciação de um bem adquirido usado será determinado levando-se em conta o maior tempo entre os seguintes tempos apurados:
- Tempo restante em relação à primeira instalação
- Metade do tempo de depreciação de um bem novo do mesmo tipo.
Imagine que uma empresa adquire uma máquina pelo valor de R$ 3.000,00 ao fim do seu 3 ano de uso com uma vida útil de 10 anos. Qual deverá ser o período de anos que a empresa deverá adotar para se depreciar a máquina:
IR, IPI, PIS, ISS e COFINS
ICMS, IPI, IPVA e ISS
PIS, COFINS, FGTS, ISS
ICMS, IPI, PIS, COFINS e ISS.
IPTU, IPI, CSLL, INSS
O artigo 176 da lei 6.404 estipula que ao fim de cada exercício social, a diretoria fará elaborar, com base na escrituração mercantil da companhia, as seguintes demonstrações financeiras, que deverão exprimir com clareza a situação do patrimônio da companhia e as mutações ocorridas no exercício:
- Balanço patrimonial;
- Demonstração dos lucros ou prejuízos acumulados;
- Demonstração do resultado do exercício; e
- Demonstração dos fluxos de caixa;
- Se companhia aberta, demonstração do valor adicionado
Com base nas disposições desta Lei, julgue os itens a seguir, relativos à DRE e em seguida assinale a alterantiva que contenha a sequência correta:
I - O objetivo da DRE é evidenciar o desempenho da entidade. Essa demonstração é uma representação estruturada do total das receitas deduzidas as despesas e também abrange os ganhos e as perdas do período
II - Na DRE, as Receitas Financeiras devem ser deduzidas das Despesas Financeiras.
III - Na DRE as contas de resultado de natureza credora sempre representam receita;
IV - A DRA deve, obrigatoriamente, trazer o resultado líquido apurado na DRE.
F-V-F-F
F-F -F-V
F-V-V-V
V- F -F -V
V-V-F-F
A DRE é uma grande aliada do empreendedor. Por isso, saber usá-la é tão importante para a administração de uma empresa. Esse relatório confronta os dados das receitas e das despesas do negócio, mostrando o resultado líquido do seu desempenho e detalhando a real situação operacional de um negócio. Em relação a Elaboração da DRE, julgue em verdadeiro (V) e falso (F):
I. A DRE é um relatório contábil que evidencia o resultado econômico da empresa.
II. Na DRE, todas as contas de resultados não podem estar com seus saldos devidamente zerados (encerrados).
III. O lucro operacional líquidos é resultado apurado no desenvolvimento das atividades principais da empresa.
IV. Na DRE, as informações nela apresentadas podem ser extraídas dos lançamentos de diários relativos à contabilização do resultado bruto, do resultado líquido, das deduções, participações e destinações do resultado.
V. São deduções do resultado do exercício as participações e as despesas financeiras.
VI. Na DRE, o contabilista não deve coletar dados diretamente do livro Razão.
VII. Os componentes da DRE são: Prêmio na emissão de debêntures, Juros sobre o capital próprio, Ajuste a valor presente e Doações e subvenções para investimentos.
Sobre as afirmações acima, assinale a alternativa correta:
V, F, F, V, F, F, V
F, V, V, V, V, F, F
F, V, F, V, V, F, V
V, V, F, F, V, F, V
F, F, V, F, V, F, F
A legislação do IR de 1999, Decreto nº 3.000, art. 311, afirma que o tempo de depreciação de um bem adquirido usado será determinado levando-se em conta o maior tempo entre os seguintes tempos apurados:
- Tempo restante em relação à primeira instalação
- Metade do tempo de depreciação de um bem novo do mesmo tipo.
Imagine que uma empresa adquire uma máquina pelo valor de R$ 3.000,00 ao fim do seu 3 ano de uso com uma vida útil de 10 anos. Qual deverá ser o período de anos que a empresa deverá adotar para se depreciar a máquina:
F-V-F-F
F-F -F-V
F-V-V-V
V- F -F -V
V-V-F-F
A DRE é uma grande aliada do empreendedor. Por isso, saber usá-la é tão importante para a administração de uma empresa. Esse relatório confronta os dados das receitas e das despesas do negócio, mostrando o resultado líquido do seu desempenho e detalhando a real situação operacional de um negócio. Em relação a Elaboração da DRE, julgue em verdadeiro (V) e falso (F):
I. A DRE é um relatório contábil que evidencia o resultado econômico da empresa.
II. Na DRE, todas as contas de resultados não podem estar com seus saldos devidamente zerados (encerrados).
III. O lucro operacional líquidos é resultado apurado no desenvolvimento das atividades principais da empresa.
IV. Na DRE, as informações nela apresentadas podem ser extraídas dos lançamentos de diários relativos à contabilização do resultado bruto, do resultado líquido, das deduções, participações e destinações do resultado.
V. São deduções do resultado do exercício as participações e as despesas financeiras.
VI. Na DRE, o contabilista não deve coletar dados diretamente do livro Razão.
VII. Os componentes da DRE são: Prêmio na emissão de debêntures, Juros sobre o capital próprio, Ajuste a valor presente e Doações e subvenções para investimentos.
Sobre as afirmações acima, assinale a alternativa correta:
V, F, F, V, F, F, V
F, V, V, V, V, F, F
F, V, F, V, V, F, V
V, V, F, F, V, F, V
F, F, V, F, V, F, F
A legislação do IR de 1999, Decreto nº 3.000, art. 311, afirma que o tempo de depreciação de um bem adquirido usado será determinado levando-se em conta o maior tempo entre os seguintes tempos apurados:
- Tempo restante em relação à primeira instalação
- Metade do tempo de depreciação de um bem novo do mesmo tipo.
Imagine que uma empresa adquire uma máquina pelo valor de R$ 3.000,00 ao fim do seu 3 ano de uso com uma vida útil de 10 anos. Qual deverá ser o período de anos que a empresa deverá adotar para se depreciar a máquina:
V, F, F, V, F, F, V
F, V, V, V, V, F, F
F, V, F, V, V, F, V
V, V, F, F, V, F, V
F, F, V, F, V, F, F