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valor do em 30/06/2011:
50.000,00- 8.000= 42.000 valor depreciável / 6 anos = 7.000 valor da depreciação anual
depreciação por ano:
2011 - 3.500
2012 - 7.000
2013 - 7.000
2014 - 7.000
Total 24.500
Valor do veículo 50.000 - 24.500= 25.500 (valor contábil), agora para o teste da recuperabilidade temos o valor em uso 20.000 e valor de vda líquido 25.000 ( 27.000-2000), dos dois o maior, então usamos o valor de 25.000, vai ser contabilizado uma perda de 500,00, assim o valor contábil ficará em 25.000.
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De acordo com Pronunciamento Técnico CPC 1 - Redução ao Valor Recuperável de Ativos
Valor recuperável de um ativo ou de uma unidade geradora de caixa é o maior valor entre o valor líquido de venda de um
ativo e seu valor em uso.
Valor contábil é o valor pelo qual um ativo está reconhecido no balanço depois da dedução de toda respectiva
depreciação, amortização ou exaustão acumulada e provisão para perdas.
Não haveria um erro na questão já que ela pede o valor contábil?
O valor contábil seria de 25.500 como nos comentários anteriores.
O valor recuperável, sim, é estipulado como o maior entre o valor em uso e liquido de vendas. 25.000.
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Alexandre Pontes,
O valor contábil, a princípio, é sim os 25.500 (que é o valor obtido após os cálculos da depreciação)
Contudo, a empresa aplicou o teste de recuperabilidade ou impairment.
Neste caso, se o valor contábil estiver SUPERIOR ao valor recuperável, há necessidade de reduzi-lo (para que fica no valor recuperável), contabilizando uma perda por valor recuperável. O que não pode é aumentar o valor contábil por meio do impairment. Assim,
Valor contábil - 25.500
Valor recuperável - 25.000
Perda- 500
NOVO VALOR CONTÁBIL-> 25.000
Bons estudos!
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Custo de aquisição: 50.000
(-) valor residual (8.000)
=valor a ser depreciado 42.000
A depreciação deverá ser pelo tempo que o bem contribui na geração de benefícios econômicos : 6 anos
42.000 / 6 anos =7.000 (depreciação anual)
30.06.2011 a 31.12.2014 = 3 anos e meio que o bem foi depreciado, portanto:
7.000 + 7.000 + 7.000 + 3.500=24.500
Veículo 50.000
(-) depreciação acumulada (24.500)
=valor contábil do bem 25.500
Definindo o valor recuperável:
Valor em uso: 20.000
Valor de realização 27.000 – 2.000 = 25.000
Valor recuperável é o maior dos dois, portanto 25.000
Aplicando o teste: 25.500 – 25.000 = 500
D – Perda por desvalorização (resultado do exercício) – R$ 500,00
C – Perdas estimadas por valor não recuperável (redutora do Ativo) – R$500,00;
Ativo
Veículos 50.000
(-) depreciação acumulada (24.500)
(-) perdas estimadas (500)
=valor contábil do bem 25.000
FICA A DICA DO PROFESSOR CLAUDIO LEITE
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Segundo o enunciado a entidade pretendia utilizar o carro por seis anos e depois vendê-lo por R$ 8.000,00. Sendo assim vamos calcular seu valor contábil em 31/12/2014, exatamente 3,5 anos após a aquisição.
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)
Com isso, em 31/12/2014 o item estará mensurado da seguinte forma:
Custo R$ 50.000
( – ) Depreciação Acumulada (R$ 24.500) → 3,5 anos
( = ) Valor Contábil R$ 25.500
O enunciado diz que em 31/12/2014 a administração da entidade observou fatores externos negativos e realizou o teste de recuperabilidade do carro. Nesta avaliação, ela determinou que o valor de uso do carro era de R$ 20.000 e o valor de venda de R$ 27.000,00, sendo que, para vender, a entidade precisaria pintar o carro, o que lhe custaria R$ 2.000,00. Com isso, o valor justo líquido das despesas de venda é de R$ 25.000.
Conclui-se, portanto, que o valor recuperável do veículo é de R$ 25 mil (maior valor entre seu valor em uso e seu valor justo líquido das despesas de venda). Como o valor recuperável (R$ 25.000) é inferior ao valor contábil (R$ 25.500) a entidade deverá reconhecer uma perda por desvalorização, de acordo com o seguinte lançamento:
D – Perda por Desvalorização R$ 500 ( ↓ Resultado)
C – Perda por Desvalorização Acumulada R$ 500 ( ↓ ANC)
Após tal reconhecimento o item será evidenciado por R$ 64 mil, conforme detalhado abaixo.
Custo R$ 50.000
( – ) Depreciação Acumulada (R$ 24.500) → 3,5 anos
( – ) Perda por Desvalorização Acumulada (R$ 500)
( = ) Valor Contábil R$ 25.000
Com isso, correta a alternativa C.