Modelo del valor razonable en negocios de ganadería
- 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.
Los activos biológicos, como el ganado, cuyo valor razonable se pueda establecer sin un costo desproporcionado, deben ser medidos al valor razonable, por disposición del párrafo 34.4 de la Norma para Pymes. En este editorial le presentamos un caso en el cual se aplica este modelo.
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||||