Interés implícito en cuentas por cobrar
- Publicado: 6 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.
Las cuentas por cobrar que se clasifiquen como instrumentos financieros deben ser medidas por el modelo del costo amortizado, que implica el reconocimiento de rendimientos financieros. Si el instrumento no tiene tasa de interés pactada, es necesario incluir un componente de financiación implícita.
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||||