|
Признание выручки в пбу 999 и мсфо (ias) 18 основные отличия
произойдет увеличение
| связанный со сделкой, поступит в
| экономического дохода организации
| компанию
| 4) могут быть определены расходы,
| 4) могут быть надежно оценены,
| которые произведены или будут
| понесенные или ожидаемые
| произведены в связи с этой операцией
| затраты, в результате заключения
|
| сделки
| 5) право собственности (владения,
| 5) компания больше не
| пользования и распоряжения) на
| контролирует проданную
| продукцию (товар) перешло от
| продукцию и не принимает
| организации к потребителю или
| участие в управлении в той мере,
| оказанная услуга (работа принята
| которая обычно перекликается с
| заказчиком)
| правом собственности
|
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)
Из таблицы №1 видно, что МСФО оперирует непосредственно качественными терминами, оставляя значительное пространство для профессионального суждения составителей отчетности, в то время, как российские стандарты применяют наиболее четкие определения условий признания выручки подтвержденные документально. Подход к сбыту товаров через арбитра с учетом перехода права собственности, весомых рисков владения, а также прибыли от владения продукцией, является наиболее ярким примером различия, рассматриваемых стандартов. Подход, при котором прибыль от обычной деятельности признается в отчетности на базе определенного юридического подтверждения (договора либо другого документа), является условием признания выручки согласно ПБУ 9/99. МСФО (IAS) 18 связывает признание выручки с моментом передачи значительных рисков и вознаграждений, обусловленных владением товаром.
вышеперечисленных случаях выручка в отчетности отечественных организаций может быть признана, так как право на еѐ получение, подтвержденное договором либо другим соответствующим образом, имеется, ввиду отсутствия в ПБУ 9/9 условия признания выручки в зависимости от передачи рисков. Данное отличие подхода российского и международного стандарта к признанию выручки может быть обусловлено в отдельных случаях необходимостью исправления даты еѐ принятия к учету.
Не взирая на то, что МСФО (IAS) 18 имеет свои специфические особенности при признании выручки от реализации продукции, они весьма похожи на правила, установленные отечественным Положением по бухгалтерскому учету «Доходы организации» ПБУ 9/99. Список литературы 1.Положение по бухгалтерскому учету «Доходы организации» ПБУ 9/99Утверждено Приказом Минфина РФ от 6 мая 1999 г. № 32н 2.Международный стандарт финансовой отчетности (IAS) 18 «Выручка» |
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