Inventarios como activos no corrientes
- Publicado: 27 febrero, 2019
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.
Clasificar como un activo no corriente los inventarios que son mantenidos por largo tiempo es una práctica recurrente. Sin embargo, es necesario analizar si esta presentación es adecuada para los requerimientos del Estándar para Pymes.
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||||