Impuesto diferido cuando se presentan pérdidas fiscales
- Publicado: 29 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.
La sección 29 del Estándar para Pymes establece que las pérdidas fiscales pueden dar lugar a impuesto corriente o impuesto diferido. En Colombia las pérdidas fiscales solo generan impuesto diferido, de acuerdo con la regulación fiscal.
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||||