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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||||