Conciliación bancaria: ejemplos de la contabilización de diferentes ajustes
- Publicado: 1 julio, 2020
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.
La conciliación bancaria es un proceso operativo que permite revisar y conciliar los importes del libro “bancos” y las cifras reportadas por la entidad bancaria.
En este editorial mencionamos ejemplos de las contabilizaciones que deben llevarse a cabo al realizar el proceso.
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||||