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Questão |
Debíto |
Credíto |
1 |
De acordo com a Resolução CFC no 803/1996, Código de Ética Profissional do Contador, julgue os itens abaixo como Verdadeiras (V) ou Falsas (F) e, em seguida, assinale a opção CORRETA. I. O contador, se substituído em suas funções, não deve informar ao substituto sobre fatos que devam chegar ao conhecimento desse, a fim de habilitá-lo para a isenção de responsabilidade sobre as funções a serem exercidas. II. O contador tem que manifestar, a qualquer tempo, a existência de impedimento para o exercício da profissão. III. O contador tem que ser solidário com os movimentos de defesa da dignidade profissional, seja propugnando por remuneração condigna, seja zelando por condições de trabalho compatíveis com o exercício ético-profissional da Contabilidade e seu aprimoramento técnico. A sequência CORRETA é: |
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2 |
Descumpre o Código de Ética Profissional do Contador, o profissional que: |
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3 |
Uma Sociedade Empresária comercial apresentou os seguintes dados para elaboração da Demonstração dos Fluxos de Caixa relativa ao ano de 2016:
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)
O saldo de Caixa e Equivalentes de Caixa era de R$12.800,00, em 31.12.2015. Considerando-se apenas as informações apresentadas e de acordo com a NBC TG 03 (R3) – DEMONSTRAÇÃO DOS FLUXOS DE CAIXA, em relação à Demonstração dos Fluxos de Caixa é CORRETO afirmar que: |
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4 |
Uma sociedade empresária realizou uma venda a prazo no valor de R$110.250,00, para recebimento em uma única parcela, após o prazo de dois anos. Observando o que dispõe a NBC TG 12 – Ajuste a Valor Presente, foi registrado um ajuste a valor presente desta operação, considerando-se uma taxa de juros composta de 5% a.a.
O montante do ajuste a valor presente da operação, na data de seu registro inicial, é de: |
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5 |
Caracteriza o sistema de custeio ABC: |
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6 |
Considere as seguintes assertivas:
I. Itens gerados de forma normal durante o processo de produção possuem mercado de venda relativamente estável e representam porção ínfima do faturamento da empresa.
II. Itens cuja venda é realizada esporadicamente por valor não previsível no momento em que surgem na produção.
III. Itens consumidos de forma anormal e involuntária durante o processo de produção.
Com base nas terminologias de custos, as assertivas I, II e III referem-se, respectivamente, a: |
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7 |
Numa empresa fabril que trabalha com custo-padrão, a variação do tempo da mão-deobra direta, em certo período, foi de cem horas acima do número previsto, que foi de mil horas. No mesmo período, a variação do custo da mão-de-direta por unidade de tempo foi de R$0,10 abaixo do valor orçado que foi de R$1 por hora. O valor da variação total entre o custo-padrão (CP) e o custo real (CR) foi de: |
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8 |
A Cia. Industrial Nova Esperança utiliza o método do custo padrão. No final do exercício, foi apurado que o preço efetivo de uma matéria-prima foi 5% superior ao padrão e a quantidade utilizada foi 5% inferior ao padrão. É correto afirmar que o custo efetivo: |
|
9 |
A quantidade de produto, no Ponto de Equilíbrio Contábil, é aumentada quando: |
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10 |
Uma companhia apresenta os seguintes dados, extraídos de seu sistema de contabilidade de custos integrado com a contabilidade geral da sociedade:
Custos e Despesas Fixas: R$ 100.000,00
Margem de Contribuição Unitária: R$ 200,00
O grau de alavancagem operacional correspondente a uma produção 100 unidades superior ao break-even point (quantidade para a qual a companhia não tem lucro nem prejuízo) é: |
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