-
PEPS
20x15=300
10x14=140
440
-
CORRETA
Primeiro que entra=> 20 u = R$ 15
primeiro que sai=> 20 u = R$ 15
Segue o sentido das informações, então sairia depois da primeira (20u= 15R$), as 30unidades = 14 R$, e posteriormente as 10 unidades = 17R$.
Como a questão quer apenas 30 unidades, então você pára na segunda etapa (30u = 14R$), que fica:
Primeiro que entra, primeiro que sai (PEPS)
20u = 15 R$
+
30u= 15 R$
20 x 15,00 = 300
10 x 14,00= 140
300
+140
-----
440 R$ é o valor do custo das mercadorias vendidas
-
Trata-se de avaliação de estoque.
Dados:
1ª Entrada:
- 20 un. por R$ 15
2ª Entrada:
- 30 un. por R$ 14
3ª Entrada:
- 10 un. por R$ 17
-
Pelo critério PEPS, a saída de estoque se dá a partir da primeira entrada sucessivamente.
O valor do CMV, considerando a venda de 30 unidades, pelo custo é de:
CMV=20 un.*R$ 15 + 10 un.* R$ 14=R$ 440
Gabarito Certo
-
Pelo método PEPS o Custo das Mercadorias Vendidas é mensurado através dos custos de aquisição das primeiras mercadorias que foram adquiridas. Assim:
CMV=(20 unid ×R$ 15)+(10 unid×R$ 14)=R$ 440
Com isso, correta a afirmativa.
Zé Curioso: “Professor, como ficaria a resolução acima através da Ficha Controle de Estoques?”
Zé, você é quem manda! Vamos elaborar a Ficha Controle de Estoques da situação apresentada.
![](data:image/png;base64,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)