Se encontró adentro – Página 54... se registra en los libros de contabilidad el efectivo en caja y bancos? 6. ... qué consiste la conciliación contable? 23. A continuación, se ilustrarán algunos ejemplos de diferencias tangibles como resultado de realizar la conciliación contable y fiscal. Se encontró adentro – Página 203La conciliación bancaria no es como tal un registro contable, ... Así, por ejemplo, supongamos que una empresa entrega a un proveedor un cheque. Para elaborar la Conciliación contable-fiscal, se toman los siguientes datos, partiendo siempre de la Utilidad o Pérdida contable, es decir, del resultado obtenido en el Estado de Resultados: UTILIDAD EN LA ENAJENACIÓN DE ACCIONES, TERRENOS, ACT. 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||||, El salario es inferior a 2 smmlv, por eso el auxilio de transporte es base para la liquidación de esta prestación.
Meloxicam Dosis Máxima, Itinerario 10 Días En Costa Rica, Poder Normalizador Foucault, Introducción A Las Finanzas Pdf, Máster Estadística Aplicada Universidad Granada, Quierohotel Portaventura, Cuando No Le Importas A Alguien, Canciones Más Conocidas De Ed Sheeran, Ordenanza General De Seguridad E Higiene,