La obsolescencia de los inventarios debe contabilizarse como deterioro
- Publicado: 22 agosto, 2018
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.
Cuando una entidad concluye que no podrá recuperar el costo de los inventarios mediante su venta o utilización, debe reconocer el deterioro del valor por la diferencia entre el valor en libros y el precio de venta estimado, menos los costos de terminación y venta.
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||||