CONTABILIDADE COMERCIAL
Imagine que uma empresa comercial adquire mercadorias para revenda no valor de R$ 1.000,00 com pagamento à vista. Nesse valor estão Impostos e Contribuições que dão direito a crédito:
- ICMS (17%) = R$ 170,00 (Imposto Estadual)
- PIS (1,65%) = R$ 16,50 (Contribuição Federal)
- COFINS (7,6%) = R$ 76,00 (Contribuição Federal)
Nesse sentido, analise as alternativas abaixo e assinale aquela que contenha a contabilização correta desta compra de mercadorias:
DÉBITO EM Mercadorias para revenda - R$ 737,50 e CRÉDITO EM Caixa - R$ 1.000,00
DÉBITO EM Mercadoria para revenda - R$ 1.000,00 e CRÉDITO EM Caixa ou Bancos c/ movimento - R$ 1.000,00.
DÉBITO EM Mercadorias para Revenda - R$ 737,50; DÉBITO EM ICMS a Recuperar - R$ 170,00; DÉBITO EM PIS a Recuperar - R$ 16,50; DÉBITO EM COFINS a Recuperar - R$ 76,00 e CRÉDITO EM Caixa ou Bancos C/ Movimento - R$ 1.000,00.
DÉBITO EM Mercadorias para revenda - R$ 1.000,00 e CRÉDITO EM Fornecedores - R$ 1.000,00
DÉBITO EM Mercadorias para revenda - R$ 1.000,00; DÉBITO EM Impostos a recuperar - R$ 262,50 e CRÉDITO EM Fornecedores - R$ 1.000,00.
A empresa Dezembro S/A vendeu a prazo mercadorias para a empresa Janeiro Ltda no valor de R$ 30.000,00. A empresa vendedora concedeu desconto condicional de 5% caso sua cliente efetue o pagamento antes da data de vencimento. Considerando que a cliente assim o fez, como a empresa Dezembro S/A deverá contabilizar este recebimento?
DÉBITO – Caixa ou bancos – R$ 28.500,00 e CRÉDITO – Clientes a Receber – R$ 28.500,00
DÉBITO – Caixa ou bancos – R$ 28.500,00, CRÉDITO – Descontos Concedidos – R$ 1.500,00 e CRÉDITO – Clientes a Receber – R$ 30.000,00
DÉBITO – Caixa ou bancos – R$ 28.500,00; DÉBITO – Descontos Incondicionais – R$ 1.500,00 e CRÉDITO – Clientes a Receber – R$ 30.000,00
DÉBITO – Caixa ou bancos – R$ 30.000,00 e CRÉDITO – Clientes a Receber – R$ 30.000,00
DÉBITO – Caixa ou bancos – R$ 28.500,00, DÉBITO – Descontos Concedidos – R$ 1.500,00 e CRÉDITO – Clientes a Receber – R$ 30.000,00
(FAFEN - CESGRANRIO/2009 - atualizada) A Empresa Lojas Jovens Ltda. adquiriu mercadorias a prazo, para revenda, por R$ 70.000, incidindo sobre a operação ICMS de 18% que neste caso é recuperável. Com base nesses dados, identifique o registro contábil que caracteriza esta operação.
CRÉDITO - Fornecedores 70.000,00; DÉBITO - Estoque de mercadorias 57.400,00 e DÉBITO - ICMS a recuperar 12.600,00.
DÉBITO - Estoque de mercadorias 70.000; DÉBITO - ICMS a recuperar 12.600,00; CRÉDITO - Fornecedores 70.000 e CRÉDITO - ICMS a pagar 12.600,00.
DÉBITO - Estoque de mercadorias 82.600,00; CRÉDITO - Fornecedores 70.000,00 e CRÉDITO - ICMS a pagar 12.600,00.
DÉBITO - Estoque de mercadorias 70.000,00; CRÉDITO - Fornecedores 57.400,00 e DÉBITO - ICMS a recuperar 12.600,00.
DÉBITO - Estoque de mercadorias 70.000; CRÉDITO - Fornecedores 70.000; CRÉDITO - Bancos conta movimento 12.600,00 e CRÉDITO - ICMS a pagar 12.600,00.
Depreciação é o custo ou despesa de imobilizados decorrentes do desgaste pelo uso, ação da natureza ou obsolescência. A depreciação do ativo imobilizado diretamente empregado na produção é tratada como custo, enquanto que a depreciação dos ativos não utilizados na produção são contabilizados como despesa. Assinale a alternativa correta:
Uma máquina foi adquirida em 01/05/2016 por R$ 90.000,00, com valor residual de 15% e vida útil de 10 anos. Em 31/12/2016 as despesas com depreciação serão de:
R$ 5.100,00
R$ 4.500,00
R$ 5.250,00
R$ 6.000,00
R$ 4.000,00
A empresa OJ realizou vendas no valor de R$25.000,00, concedeu abatimento de R$5.000,00, registrou impostos sobre vendas de R$7.000,00 e apurou o custo das mercadorias vendidas no valor R$10.000,00. Qual foi o resultado obtido com as mercadorias (RCM) em reais?
2.200,00
2.000,00
2.500,00
3.000,00
4.000,00
A empresa H2 realizou vendas no valor de R$5.000,00, recebeu em devolução R$4.000,00, concedeu abatimento de R$500,00, não registrou impostos sobre vendas. Qual foi o resultado obtido com as mercadorias (RCM) em reais?
500,00
400,00
200,00
600,00
300,00
Suponha que uma empresa que adota o sistema de inventário periódico, possui a existência de um estoque inicial, no primeiro dia do período de R$ 100.000. Logo após efetuou-se uma compra no valor de R$ 223.000. Ao final do período contou-se o estoque e o valor final foi de R$ 125.000. As vendas líquidas do período somaram R$ 400.000. Qual o valor do CMV desta empresa ao final do período?
R$ 400.000,00
R$ 223.000,00
R$ 198.000,00
R$ 135.000,00
R$ 125.000,00
No sistema de inventário periódico o controle das mercadorias é efetuado apenas no encerramento do período, quando é utilizado a contagem dos estoques e apurado o custo das mercadorias vendidas no exercício. Assim, para calcular o custo das mercadorias vendidas, a empresa utiliza a fórmula:
CMV = EI + CL - EF, onde:
CMV: Custo das Mercadorias Vendidas
EI: Estoque Inicial
CL: Compras Líquidas
EF: Estoque Final
Assim, a empresa ABC, que controla suas mercadorias por inventário periódico, iniciou o período de 01/01/X1 com um estoque de R$ 20.000,00 e durante o mês realizou os seguintes eventos econômicos:
- Compras a prazo de mercadorias no valor de R$ 15.500,00
- Devolução de parte das compras anteriores no valor de R$ 4.500,00
- Vendas a prazo de mercadorias no valor de R$ 15.000,00
- Devolução de parte das vendas anteriores no valor de R$ 3.000,00
- Estoque de mercadorias em 31/01/X1 no valor de R$ 19.500,00.
Portanto, de acordo com os dados apresentados, o resultado com mercadorias (RCM) da empresa ABC no período foi igual a:
R$ 600,00
R$ 500,00
R$ 3.500,00
R$ 11.500,00
R$ 16.000,00
O distribuidor ABC Ltda. vendeu a prazo mercadorias para a revenda DEF Ltda. por R$ 80.000,00. Em função de defeitos apresentados, o cliente DEF Ltda. devolve 43% das mercadorias ao distribuidor ABC. Considerando que estas mercadorais foram contabilizadas no estoque da ABC com custo de aquisição de R$ 40.000,00 e que não houveram outras movimentações, qual será o lucro bruto do distribuidor ABC Ltda ao final do período?
R$ 20.000,00
R$ 62.000,00
R$ 45.600,00
R$ 14.400,00
R$ 5.600,00
O quadro a seguir apresenta um grupo de contas que compõem a Demonstração do Resultado do Exercício (DRE). A DRE é uma demonstração contábil que auxilia o gestor das empresas, pois nele encontramos dados das receitas, despesas, custos, perdas e ganhos. Com base nos dados apresentados no quadro a seguir, assinale a alternativa que corresponde ao valor do Lucro Bruto.
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)
DÉBITO EM Mercadorias para revenda - R$ 737,50 e CRÉDITO EM Caixa - R$ 1.000,00
DÉBITO EM Mercadoria para revenda - R$ 1.000,00 e CRÉDITO EM Caixa ou Bancos c/ movimento - R$ 1.000,00.
DÉBITO EM Mercadorias para Revenda - R$ 737,50; DÉBITO EM ICMS a Recuperar - R$ 170,00; DÉBITO EM PIS a Recuperar - R$ 16,50; DÉBITO EM COFINS a Recuperar - R$ 76,00 e CRÉDITO EM Caixa ou Bancos C/ Movimento - R$ 1.000,00.
DÉBITO EM Mercadorias para revenda - R$ 1.000,00 e CRÉDITO EM Fornecedores - R$ 1.000,00
DÉBITO EM Mercadorias para revenda - R$ 1.000,00; DÉBITO EM Impostos a recuperar - R$ 262,50 e CRÉDITO EM Fornecedores - R$ 1.000,00.
A empresa Dezembro S/A vendeu a prazo mercadorias para a empresa Janeiro Ltda no valor de R$ 30.000,00. A empresa vendedora concedeu desconto condicional de 5% caso sua cliente efetue o pagamento antes da data de vencimento. Considerando que a cliente assim o fez, como a empresa Dezembro S/A deverá contabilizar este recebimento?
DÉBITO – Caixa ou bancos – R$ 28.500,00 e CRÉDITO – Clientes a Receber – R$ 28.500,00
DÉBITO – Caixa ou bancos – R$ 28.500,00, CRÉDITO – Descontos Concedidos – R$ 1.500,00 e CRÉDITO – Clientes a Receber – R$ 30.000,00
DÉBITO – Caixa ou bancos – R$ 28.500,00; DÉBITO – Descontos Incondicionais – R$ 1.500,00 e CRÉDITO – Clientes a Receber – R$ 30.000,00
DÉBITO – Caixa ou bancos – R$ 30.000,00 e CRÉDITO – Clientes a Receber – R$ 30.000,00
DÉBITO – Caixa ou bancos – R$ 28.500,00, DÉBITO – Descontos Concedidos – R$ 1.500,00 e CRÉDITO – Clientes a Receber – R$ 30.000,00
(FAFEN - CESGRANRIO/2009 - atualizada) A Empresa Lojas Jovens Ltda. adquiriu mercadorias a prazo, para revenda, por R$ 70.000, incidindo sobre a operação ICMS de 18% que neste caso é recuperável. Com base nesses dados, identifique o registro contábil que caracteriza esta operação.
CRÉDITO - Fornecedores 70.000,00; DÉBITO - Estoque de mercadorias 57.400,00 e DÉBITO - ICMS a recuperar 12.600,00.
DÉBITO - Estoque de mercadorias 70.000; DÉBITO - ICMS a recuperar 12.600,00; CRÉDITO - Fornecedores 70.000 e CRÉDITO - ICMS a pagar 12.600,00.
DÉBITO - Estoque de mercadorias 82.600,00; CRÉDITO - Fornecedores 70.000,00 e CRÉDITO - ICMS a pagar 12.600,00.
DÉBITO - Estoque de mercadorias 70.000,00; CRÉDITO - Fornecedores 57.400,00 e DÉBITO - ICMS a recuperar 12.600,00.
DÉBITO - Estoque de mercadorias 70.000; CRÉDITO - Fornecedores 70.000; CRÉDITO - Bancos conta movimento 12.600,00 e CRÉDITO - ICMS a pagar 12.600,00.
Depreciação é o custo ou despesa de imobilizados decorrentes do desgaste pelo uso, ação da natureza ou obsolescência. A depreciação do ativo imobilizado diretamente empregado na produção é tratada como custo, enquanto que a depreciação dos ativos não utilizados na produção são contabilizados como despesa. Assinale a alternativa correta:
Uma máquina foi adquirida em 01/05/2016 por R$ 90.000,00, com valor residual de 15% e vida útil de 10 anos. Em 31/12/2016 as despesas com depreciação serão de:
R$ 5.100,00
R$ 4.500,00
R$ 5.250,00
R$ 6.000,00
R$ 4.000,00
A empresa OJ realizou vendas no valor de R$25.000,00, concedeu abatimento de R$5.000,00, registrou impostos sobre vendas de R$7.000,00 e apurou o custo das mercadorias vendidas no valor R$10.000,00. Qual foi o resultado obtido com as mercadorias (RCM) em reais?
2.200,00
2.000,00
2.500,00
3.000,00
4.000,00
A empresa H2 realizou vendas no valor de R$5.000,00, recebeu em devolução R$4.000,00, concedeu abatimento de R$500,00, não registrou impostos sobre vendas. Qual foi o resultado obtido com as mercadorias (RCM) em reais?
500,00
400,00
200,00
600,00
300,00
Suponha que uma empresa que adota o sistema de inventário periódico, possui a existência de um estoque inicial, no primeiro dia do período de R$ 100.000. Logo após efetuou-se uma compra no valor de R$ 223.000. Ao final do período contou-se o estoque e o valor final foi de R$ 125.000. As vendas líquidas do período somaram R$ 400.000. Qual o valor do CMV desta empresa ao final do período?
R$ 400.000,00
R$ 223.000,00
R$ 198.000,00
R$ 135.000,00
R$ 125.000,00
No sistema de inventário periódico o controle das mercadorias é efetuado apenas no encerramento do período, quando é utilizado a contagem dos estoques e apurado o custo das mercadorias vendidas no exercício. Assim, para calcular o custo das mercadorias vendidas, a empresa utiliza a fórmula:
CMV = EI + CL - EF, onde:
CMV: Custo das Mercadorias Vendidas
EI: Estoque Inicial
CL: Compras Líquidas
EF: Estoque Final
Assim, a empresa ABC, que controla suas mercadorias por inventário periódico, iniciou o período de 01/01/X1 com um estoque de R$ 20.000,00 e durante o mês realizou os seguintes eventos econômicos:
- Compras a prazo de mercadorias no valor de R$ 15.500,00
- Devolução de parte das compras anteriores no valor de R$ 4.500,00
- Vendas a prazo de mercadorias no valor de R$ 15.000,00
- Devolução de parte das vendas anteriores no valor de R$ 3.000,00
- Estoque de mercadorias em 31/01/X1 no valor de R$ 19.500,00.
Portanto, de acordo com os dados apresentados, o resultado com mercadorias (RCM) da empresa ABC no período foi igual a:
R$ 600,00
R$ 500,00
R$ 3.500,00
R$ 11.500,00
R$ 16.000,00
O distribuidor ABC Ltda. vendeu a prazo mercadorias para a revenda DEF Ltda. por R$ 80.000,00. Em função de defeitos apresentados, o cliente DEF Ltda. devolve 43% das mercadorias ao distribuidor ABC. Considerando que estas mercadorais foram contabilizadas no estoque da ABC com custo de aquisição de R$ 40.000,00 e que não houveram outras movimentações, qual será o lucro bruto do distribuidor ABC Ltda ao final do período?
R$ 20.000,00
R$ 62.000,00
R$ 45.600,00
R$ 14.400,00
R$ 5.600,00
O quadro a seguir apresenta um grupo de contas que compõem a Demonstração do Resultado do Exercício (DRE). A DRE é uma demonstração contábil que auxilia o gestor das empresas, pois nele encontramos dados das receitas, despesas, custos, perdas e ganhos. Com base nos dados apresentados no quadro a seguir, assinale a alternativa que corresponde ao valor do Lucro Bruto.
![](data:image/png;base64,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)
DÉBITO – Caixa ou bancos – R$ 28.500,00 e CRÉDITO – Clientes a Receber – R$ 28.500,00
DÉBITO – Caixa ou bancos – R$ 28.500,00, CRÉDITO – Descontos Concedidos – R$ 1.500,00 e CRÉDITO – Clientes a Receber – R$ 30.000,00
DÉBITO – Caixa ou bancos – R$ 28.500,00; DÉBITO – Descontos Incondicionais – R$ 1.500,00 e CRÉDITO – Clientes a Receber – R$ 30.000,00
DÉBITO – Caixa ou bancos – R$ 30.000,00 e CRÉDITO – Clientes a Receber – R$ 30.000,00
DÉBITO – Caixa ou bancos – R$ 28.500,00, DÉBITO – Descontos Concedidos – R$ 1.500,00 e CRÉDITO – Clientes a Receber – R$ 30.000,00
(FAFEN - CESGRANRIO/2009 - atualizada) A Empresa Lojas Jovens Ltda. adquiriu mercadorias a prazo, para revenda, por R$ 70.000, incidindo sobre a operação ICMS de 18% que neste caso é recuperável. Com base nesses dados, identifique o registro contábil que caracteriza esta operação.
CRÉDITO - Fornecedores 70.000,00; DÉBITO - Estoque de mercadorias 57.400,00 e DÉBITO - ICMS a recuperar 12.600,00.
DÉBITO - Estoque de mercadorias 70.000; DÉBITO - ICMS a recuperar 12.600,00; CRÉDITO - Fornecedores 70.000 e CRÉDITO - ICMS a pagar 12.600,00.
DÉBITO - Estoque de mercadorias 82.600,00; CRÉDITO - Fornecedores 70.000,00 e CRÉDITO - ICMS a pagar 12.600,00.
DÉBITO - Estoque de mercadorias 70.000,00; CRÉDITO - Fornecedores 57.400,00 e DÉBITO - ICMS a recuperar 12.600,00.
DÉBITO - Estoque de mercadorias 70.000; CRÉDITO - Fornecedores 70.000; CRÉDITO - Bancos conta movimento 12.600,00 e CRÉDITO - ICMS a pagar 12.600,00.
Depreciação é o custo ou despesa de imobilizados decorrentes do desgaste pelo uso, ação da natureza ou obsolescência. A depreciação do ativo imobilizado diretamente empregado na produção é tratada como custo, enquanto que a depreciação dos ativos não utilizados na produção são contabilizados como despesa. Assinale a alternativa correta:
Uma máquina foi adquirida em 01/05/2016 por R$ 90.000,00, com valor residual de 15% e vida útil de 10 anos. Em 31/12/2016 as despesas com depreciação serão de:
R$ 5.100,00
R$ 4.500,00
R$ 5.250,00
R$ 6.000,00
R$ 4.000,00
A empresa OJ realizou vendas no valor de R$25.000,00, concedeu abatimento de R$5.000,00, registrou impostos sobre vendas de R$7.000,00 e apurou o custo das mercadorias vendidas no valor R$10.000,00. Qual foi o resultado obtido com as mercadorias (RCM) em reais?
2.200,00
2.000,00
2.500,00
3.000,00
4.000,00
A empresa H2 realizou vendas no valor de R$5.000,00, recebeu em devolução R$4.000,00, concedeu abatimento de R$500,00, não registrou impostos sobre vendas. Qual foi o resultado obtido com as mercadorias (RCM) em reais?
500,00
400,00
200,00
600,00
300,00
Suponha que uma empresa que adota o sistema de inventário periódico, possui a existência de um estoque inicial, no primeiro dia do período de R$ 100.000. Logo após efetuou-se uma compra no valor de R$ 223.000. Ao final do período contou-se o estoque e o valor final foi de R$ 125.000. As vendas líquidas do período somaram R$ 400.000. Qual o valor do CMV desta empresa ao final do período?
R$ 400.000,00
R$ 223.000,00
R$ 198.000,00
R$ 135.000,00
R$ 125.000,00
No sistema de inventário periódico o controle das mercadorias é efetuado apenas no encerramento do período, quando é utilizado a contagem dos estoques e apurado o custo das mercadorias vendidas no exercício. Assim, para calcular o custo das mercadorias vendidas, a empresa utiliza a fórmula:
CMV = EI + CL - EF, onde:
CMV: Custo das Mercadorias Vendidas
EI: Estoque Inicial
CL: Compras Líquidas
EF: Estoque Final
Assim, a empresa ABC, que controla suas mercadorias por inventário periódico, iniciou o período de 01/01/X1 com um estoque de R$ 20.000,00 e durante o mês realizou os seguintes eventos econômicos:
- Compras a prazo de mercadorias no valor de R$ 15.500,00
- Devolução de parte das compras anteriores no valor de R$ 4.500,00
- Vendas a prazo de mercadorias no valor de R$ 15.000,00
- Devolução de parte das vendas anteriores no valor de R$ 3.000,00
- Estoque de mercadorias em 31/01/X1 no valor de R$ 19.500,00.
Portanto, de acordo com os dados apresentados, o resultado com mercadorias (RCM) da empresa ABC no período foi igual a:
R$ 600,00
R$ 500,00
R$ 3.500,00
R$ 11.500,00
R$ 16.000,00
O distribuidor ABC Ltda. vendeu a prazo mercadorias para a revenda DEF Ltda. por R$ 80.000,00. Em função de defeitos apresentados, o cliente DEF Ltda. devolve 43% das mercadorias ao distribuidor ABC. Considerando que estas mercadorais foram contabilizadas no estoque da ABC com custo de aquisição de R$ 40.000,00 e que não houveram outras movimentações, qual será o lucro bruto do distribuidor ABC Ltda ao final do período?
R$ 20.000,00
R$ 62.000,00
R$ 45.600,00
R$ 14.400,00
R$ 5.600,00
O quadro a seguir apresenta um grupo de contas que compõem a Demonstração do Resultado do Exercício (DRE). A DRE é uma demonstração contábil que auxilia o gestor das empresas, pois nele encontramos dados das receitas, despesas, custos, perdas e ganhos. Com base nos dados apresentados no quadro a seguir, assinale a alternativa que corresponde ao valor do Lucro Bruto.
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)
CRÉDITO - Fornecedores 70.000,00; DÉBITO - Estoque de mercadorias 57.400,00 e DÉBITO - ICMS a recuperar 12.600,00.
DÉBITO - Estoque de mercadorias 70.000; DÉBITO - ICMS a recuperar 12.600,00; CRÉDITO - Fornecedores 70.000 e CRÉDITO - ICMS a pagar 12.600,00.
DÉBITO - Estoque de mercadorias 82.600,00; CRÉDITO - Fornecedores 70.000,00 e CRÉDITO - ICMS a pagar 12.600,00.
DÉBITO - Estoque de mercadorias 70.000,00; CRÉDITO - Fornecedores 57.400,00 e DÉBITO - ICMS a recuperar 12.600,00.
DÉBITO - Estoque de mercadorias 70.000; CRÉDITO - Fornecedores 70.000; CRÉDITO - Bancos conta movimento 12.600,00 e CRÉDITO - ICMS a pagar 12.600,00.
Depreciação é o custo ou despesa de imobilizados decorrentes do desgaste pelo uso, ação da natureza ou obsolescência. A depreciação do ativo imobilizado diretamente empregado na produção é tratada como custo, enquanto que a depreciação dos ativos não utilizados na produção são contabilizados como despesa. Assinale a alternativa correta:
Uma máquina foi adquirida em 01/05/2016 por R$ 90.000,00, com valor residual de 15% e vida útil de 10 anos. Em 31/12/2016 as despesas com depreciação serão de:
R$ 5.100,00
R$ 4.500,00
R$ 5.250,00
R$ 6.000,00
R$ 4.000,00
A empresa OJ realizou vendas no valor de R$25.000,00, concedeu abatimento de R$5.000,00, registrou impostos sobre vendas de R$7.000,00 e apurou o custo das mercadorias vendidas no valor R$10.000,00. Qual foi o resultado obtido com as mercadorias (RCM) em reais?
2.200,00
2.000,00
2.500,00
3.000,00
4.000,00
A empresa H2 realizou vendas no valor de R$5.000,00, recebeu em devolução R$4.000,00, concedeu abatimento de R$500,00, não registrou impostos sobre vendas. Qual foi o resultado obtido com as mercadorias (RCM) em reais?
500,00
400,00
200,00
600,00
300,00
Suponha que uma empresa que adota o sistema de inventário periódico, possui a existência de um estoque inicial, no primeiro dia do período de R$ 100.000. Logo após efetuou-se uma compra no valor de R$ 223.000. Ao final do período contou-se o estoque e o valor final foi de R$ 125.000. As vendas líquidas do período somaram R$ 400.000. Qual o valor do CMV desta empresa ao final do período?
R$ 400.000,00
R$ 223.000,00
R$ 198.000,00
R$ 135.000,00
R$ 125.000,00
No sistema de inventário periódico o controle das mercadorias é efetuado apenas no encerramento do período, quando é utilizado a contagem dos estoques e apurado o custo das mercadorias vendidas no exercício. Assim, para calcular o custo das mercadorias vendidas, a empresa utiliza a fórmula:
CMV = EI + CL - EF, onde:
CMV: Custo das Mercadorias Vendidas
EI: Estoque Inicial
CL: Compras Líquidas
EF: Estoque Final
Assim, a empresa ABC, que controla suas mercadorias por inventário periódico, iniciou o período de 01/01/X1 com um estoque de R$ 20.000,00 e durante o mês realizou os seguintes eventos econômicos:
- Compras a prazo de mercadorias no valor de R$ 15.500,00
- Devolução de parte das compras anteriores no valor de R$ 4.500,00
- Vendas a prazo de mercadorias no valor de R$ 15.000,00
- Devolução de parte das vendas anteriores no valor de R$ 3.000,00
- Estoque de mercadorias em 31/01/X1 no valor de R$ 19.500,00.
Portanto, de acordo com os dados apresentados, o resultado com mercadorias (RCM) da empresa ABC no período foi igual a:
R$ 600,00
R$ 500,00
R$ 3.500,00
R$ 11.500,00
R$ 16.000,00
O distribuidor ABC Ltda. vendeu a prazo mercadorias para a revenda DEF Ltda. por R$ 80.000,00. Em função de defeitos apresentados, o cliente DEF Ltda. devolve 43% das mercadorias ao distribuidor ABC. Considerando que estas mercadorais foram contabilizadas no estoque da ABC com custo de aquisição de R$ 40.000,00 e que não houveram outras movimentações, qual será o lucro bruto do distribuidor ABC Ltda ao final do período?
R$ 20.000,00
R$ 62.000,00
R$ 45.600,00
R$ 14.400,00
R$ 5.600,00
O quadro a seguir apresenta um grupo de contas que compõem a Demonstração do Resultado do Exercício (DRE). A DRE é uma demonstração contábil que auxilia o gestor das empresas, pois nele encontramos dados das receitas, despesas, custos, perdas e ganhos. Com base nos dados apresentados no quadro a seguir, assinale a alternativa que corresponde ao valor do Lucro Bruto.
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)
R$ 5.100,00
R$ 4.500,00
R$ 5.250,00
R$ 6.000,00
R$ 4.000,00
A empresa OJ realizou vendas no valor de R$25.000,00, concedeu abatimento de R$5.000,00, registrou impostos sobre vendas de R$7.000,00 e apurou o custo das mercadorias vendidas no valor R$10.000,00. Qual foi o resultado obtido com as mercadorias (RCM) em reais?
2.200,00
2.000,00
2.500,00
3.000,00
4.000,00
A empresa H2 realizou vendas no valor de R$5.000,00, recebeu em devolução R$4.000,00, concedeu abatimento de R$500,00, não registrou impostos sobre vendas. Qual foi o resultado obtido com as mercadorias (RCM) em reais?
500,00
400,00
200,00
600,00
300,00
Suponha que uma empresa que adota o sistema de inventário periódico, possui a existência de um estoque inicial, no primeiro dia do período de R$ 100.000. Logo após efetuou-se uma compra no valor de R$ 223.000. Ao final do período contou-se o estoque e o valor final foi de R$ 125.000. As vendas líquidas do período somaram R$ 400.000. Qual o valor do CMV desta empresa ao final do período?
R$ 400.000,00
R$ 223.000,00
R$ 198.000,00
R$ 135.000,00
R$ 125.000,00
No sistema de inventário periódico o controle das mercadorias é efetuado apenas no encerramento do período, quando é utilizado a contagem dos estoques e apurado o custo das mercadorias vendidas no exercício. Assim, para calcular o custo das mercadorias vendidas, a empresa utiliza a fórmula:
CMV = EI + CL - EF, onde:
CMV: Custo das Mercadorias Vendidas
EI: Estoque Inicial
CL: Compras Líquidas
EF: Estoque Final
Assim, a empresa ABC, que controla suas mercadorias por inventário periódico, iniciou o período de 01/01/X1 com um estoque de R$ 20.000,00 e durante o mês realizou os seguintes eventos econômicos:
- Compras a prazo de mercadorias no valor de R$ 15.500,00
- Devolução de parte das compras anteriores no valor de R$ 4.500,00
- Vendas a prazo de mercadorias no valor de R$ 15.000,00
- Devolução de parte das vendas anteriores no valor de R$ 3.000,00
- Estoque de mercadorias em 31/01/X1 no valor de R$ 19.500,00.
Portanto, de acordo com os dados apresentados, o resultado com mercadorias (RCM) da empresa ABC no período foi igual a:
R$ 600,00
R$ 500,00
R$ 3.500,00
R$ 11.500,00
R$ 16.000,00
O distribuidor ABC Ltda. vendeu a prazo mercadorias para a revenda DEF Ltda. por R$ 80.000,00. Em função de defeitos apresentados, o cliente DEF Ltda. devolve 43% das mercadorias ao distribuidor ABC. Considerando que estas mercadorais foram contabilizadas no estoque da ABC com custo de aquisição de R$ 40.000,00 e que não houveram outras movimentações, qual será o lucro bruto do distribuidor ABC Ltda ao final do período?
R$ 20.000,00
R$ 62.000,00
R$ 45.600,00
R$ 14.400,00
R$ 5.600,00
O quadro a seguir apresenta um grupo de contas que compõem a Demonstração do Resultado do Exercício (DRE). A DRE é uma demonstração contábil que auxilia o gestor das empresas, pois nele encontramos dados das receitas, despesas, custos, perdas e ganhos. Com base nos dados apresentados no quadro a seguir, assinale a alternativa que corresponde ao valor do Lucro Bruto.
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)
2.200,00
2.000,00
2.500,00
3.000,00
4.000,00
A empresa H2 realizou vendas no valor de R$5.000,00, recebeu em devolução R$4.000,00, concedeu abatimento de R$500,00, não registrou impostos sobre vendas. Qual foi o resultado obtido com as mercadorias (RCM) em reais?
500,00
400,00
200,00
600,00
300,00
Suponha que uma empresa que adota o sistema de inventário periódico, possui a existência de um estoque inicial, no primeiro dia do período de R$ 100.000. Logo após efetuou-se uma compra no valor de R$ 223.000. Ao final do período contou-se o estoque e o valor final foi de R$ 125.000. As vendas líquidas do período somaram R$ 400.000. Qual o valor do CMV desta empresa ao final do período?
R$ 400.000,00
R$ 223.000,00
R$ 198.000,00
R$ 135.000,00
R$ 125.000,00
No sistema de inventário periódico o controle das mercadorias é efetuado apenas no encerramento do período, quando é utilizado a contagem dos estoques e apurado o custo das mercadorias vendidas no exercício. Assim, para calcular o custo das mercadorias vendidas, a empresa utiliza a fórmula:
CMV = EI + CL - EF, onde:
CMV: Custo das Mercadorias Vendidas
EI: Estoque Inicial
CL: Compras Líquidas
EF: Estoque Final
Assim, a empresa ABC, que controla suas mercadorias por inventário periódico, iniciou o período de 01/01/X1 com um estoque de R$ 20.000,00 e durante o mês realizou os seguintes eventos econômicos:
- Compras a prazo de mercadorias no valor de R$ 15.500,00
- Devolução de parte das compras anteriores no valor de R$ 4.500,00
- Vendas a prazo de mercadorias no valor de R$ 15.000,00
- Devolução de parte das vendas anteriores no valor de R$ 3.000,00
- Estoque de mercadorias em 31/01/X1 no valor de R$ 19.500,00.
Portanto, de acordo com os dados apresentados, o resultado com mercadorias (RCM) da empresa ABC no período foi igual a:
R$ 600,00
R$ 500,00
R$ 3.500,00
R$ 11.500,00
R$ 16.000,00
O distribuidor ABC Ltda. vendeu a prazo mercadorias para a revenda DEF Ltda. por R$ 80.000,00. Em função de defeitos apresentados, o cliente DEF Ltda. devolve 43% das mercadorias ao distribuidor ABC. Considerando que estas mercadorais foram contabilizadas no estoque da ABC com custo de aquisição de R$ 40.000,00 e que não houveram outras movimentações, qual será o lucro bruto do distribuidor ABC Ltda ao final do período?
R$ 20.000,00
R$ 62.000,00
R$ 45.600,00
R$ 14.400,00
R$ 5.600,00
O quadro a seguir apresenta um grupo de contas que compõem a Demonstração do Resultado do Exercício (DRE). A DRE é uma demonstração contábil que auxilia o gestor das empresas, pois nele encontramos dados das receitas, despesas, custos, perdas e ganhos. Com base nos dados apresentados no quadro a seguir, assinale a alternativa que corresponde ao valor do Lucro Bruto.
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)
500,00
400,00
200,00
600,00
300,00
Suponha que uma empresa que adota o sistema de inventário periódico, possui a existência de um estoque inicial, no primeiro dia do período de R$ 100.000. Logo após efetuou-se uma compra no valor de R$ 223.000. Ao final do período contou-se o estoque e o valor final foi de R$ 125.000. As vendas líquidas do período somaram R$ 400.000. Qual o valor do CMV desta empresa ao final do período?
R$ 400.000,00
R$ 223.000,00
R$ 198.000,00
R$ 135.000,00
R$ 125.000,00
No sistema de inventário periódico o controle das mercadorias é efetuado apenas no encerramento do período, quando é utilizado a contagem dos estoques e apurado o custo das mercadorias vendidas no exercício. Assim, para calcular o custo das mercadorias vendidas, a empresa utiliza a fórmula:
CMV = EI + CL - EF, onde:
CMV: Custo das Mercadorias Vendidas
EI: Estoque Inicial
CL: Compras Líquidas
EF: Estoque Final
Assim, a empresa ABC, que controla suas mercadorias por inventário periódico, iniciou o período de 01/01/X1 com um estoque de R$ 20.000,00 e durante o mês realizou os seguintes eventos econômicos:
- Compras a prazo de mercadorias no valor de R$ 15.500,00
- Devolução de parte das compras anteriores no valor de R$ 4.500,00
- Vendas a prazo de mercadorias no valor de R$ 15.000,00
- Devolução de parte das vendas anteriores no valor de R$ 3.000,00
- Estoque de mercadorias em 31/01/X1 no valor de R$ 19.500,00.
Portanto, de acordo com os dados apresentados, o resultado com mercadorias (RCM) da empresa ABC no período foi igual a:
R$ 600,00
R$ 500,00
R$ 3.500,00
R$ 11.500,00
R$ 16.000,00
O distribuidor ABC Ltda. vendeu a prazo mercadorias para a revenda DEF Ltda. por R$ 80.000,00. Em função de defeitos apresentados, o cliente DEF Ltda. devolve 43% das mercadorias ao distribuidor ABC. Considerando que estas mercadorais foram contabilizadas no estoque da ABC com custo de aquisição de R$ 40.000,00 e que não houveram outras movimentações, qual será o lucro bruto do distribuidor ABC Ltda ao final do período?
R$ 20.000,00
R$ 62.000,00
R$ 45.600,00
R$ 14.400,00
R$ 5.600,00
O quadro a seguir apresenta um grupo de contas que compõem a Demonstração do Resultado do Exercício (DRE). A DRE é uma demonstração contábil que auxilia o gestor das empresas, pois nele encontramos dados das receitas, despesas, custos, perdas e ganhos. Com base nos dados apresentados no quadro a seguir, assinale a alternativa que corresponde ao valor do Lucro Bruto.
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)
R$ 400.000,00
R$ 223.000,00
R$ 198.000,00
R$ 135.000,00
R$ 125.000,00
No sistema de inventário periódico o controle das mercadorias é efetuado apenas no encerramento do período, quando é utilizado a contagem dos estoques e apurado o custo das mercadorias vendidas no exercício. Assim, para calcular o custo das mercadorias vendidas, a empresa utiliza a fórmula:
CMV = EI + CL - EF, onde:
CMV: Custo das Mercadorias Vendidas
EI: Estoque Inicial
CL: Compras Líquidas
EF: Estoque Final
Assim, a empresa ABC, que controla suas mercadorias por inventário periódico, iniciou o período de 01/01/X1 com um estoque de R$ 20.000,00 e durante o mês realizou os seguintes eventos econômicos:
- Compras a prazo de mercadorias no valor de R$ 15.500,00
- Devolução de parte das compras anteriores no valor de R$ 4.500,00
- Vendas a prazo de mercadorias no valor de R$ 15.000,00
- Devolução de parte das vendas anteriores no valor de R$ 3.000,00
- Estoque de mercadorias em 31/01/X1 no valor de R$ 19.500,00.
Portanto, de acordo com os dados apresentados, o resultado com mercadorias (RCM) da empresa ABC no período foi igual a:
R$ 600,00
R$ 500,00
R$ 3.500,00
R$ 11.500,00
R$ 16.000,00
O distribuidor ABC Ltda. vendeu a prazo mercadorias para a revenda DEF Ltda. por R$ 80.000,00. Em função de defeitos apresentados, o cliente DEF Ltda. devolve 43% das mercadorias ao distribuidor ABC. Considerando que estas mercadorais foram contabilizadas no estoque da ABC com custo de aquisição de R$ 40.000,00 e que não houveram outras movimentações, qual será o lucro bruto do distribuidor ABC Ltda ao final do período?
R$ 20.000,00
R$ 62.000,00
R$ 45.600,00
R$ 14.400,00
R$ 5.600,00
O quadro a seguir apresenta um grupo de contas que compõem a Demonstração do Resultado do Exercício (DRE). A DRE é uma demonstração contábil que auxilia o gestor das empresas, pois nele encontramos dados das receitas, despesas, custos, perdas e ganhos. Com base nos dados apresentados no quadro a seguir, assinale a alternativa que corresponde ao valor do Lucro Bruto.
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)
R$ 600,00
R$ 500,00
R$ 3.500,00
R$ 11.500,00
R$ 16.000,00
O distribuidor ABC Ltda. vendeu a prazo mercadorias para a revenda DEF Ltda. por R$ 80.000,00. Em função de defeitos apresentados, o cliente DEF Ltda. devolve 43% das mercadorias ao distribuidor ABC. Considerando que estas mercadorais foram contabilizadas no estoque da ABC com custo de aquisição de R$ 40.000,00 e que não houveram outras movimentações, qual será o lucro bruto do distribuidor ABC Ltda ao final do período?
R$ 20.000,00
R$ 62.000,00
R$ 45.600,00
R$ 14.400,00
R$ 5.600,00
O quadro a seguir apresenta um grupo de contas que compõem a Demonstração do Resultado do Exercício (DRE). A DRE é uma demonstração contábil que auxilia o gestor das empresas, pois nele encontramos dados das receitas, despesas, custos, perdas e ganhos. Com base nos dados apresentados no quadro a seguir, assinale a alternativa que corresponde ao valor do Lucro Bruto.
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)
R$ 20.000,00
R$ 62.000,00
R$ 45.600,00
R$ 14.400,00
R$ 5.600,00