Deterioro del valor de los inventarios
- Publicado: 16 agosto, 2017
Este artículo fue publicado hace más de un año, por lo que es importante prestar atención a la vigencia de sus referencias normativas. Si detecta algún error, por favor avísenos haciendo click en “Reportar un error” (más abajo en esta misma página). Mil gracias.
Los Estándares Internacionales requieren que la entidad evalúe la recuperabilidad de sus activos. El cálculo del deterioro del valor de los inventarios es una de las medidas a adoptar por parte de las entidades para evitar la sobrevaloración de este tipo de activos.
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||||