Medición de inventarios con el método de los minoristas
- Publicado: 9 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.
El método de los minoristas, o retail, es utilizado para determinar el costo de los inventarios vendidos en negocios dedicados a la venta de mercancía al detal. Este método simplifica el proceso contable, pues no requiere determinar el costo exacto de cada unidad vendida.
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||||