ААА6. Сумма НДС при реализации автомобилей.

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ААА6. Сумма НДС при реализации автомобилей.
 
Добрый день, при создании реализации автомобиля, если было поступление данного автомобиля, то сумма НДС берется с меж ценовой разницы, если брать автомобили без поступления, то рассчитывает нормально, с запчастями все верно рассчитывает, подскажите, в чем может быть причина? релиз 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[/img]
 
Цитата
Виталий Верютин написал:
Добрый день, при создании реализации автомобиля, если было поступление данного автомобиля, то сумма НДС берется с меж ценовой разницы, если брать автомобили без поступления, то рассчитывает нормально, с запчастями все верно рассчитывает, подскажите, в чем может быть причина?

Добрый день.

Поступление автомобиля от физического лица?
 
Цитата
написал:
Цитата
/forum/user/193836/ Виталий Верютин написал:
Добрый день, при создании реализации автомобиля, если было поступление данного автомобиля, то сумма НДС берется с меж ценовой разницы, если брать автомобили без поступления, то рассчитывает нормально, с запчастями все верно рассчитывает, подскажите, в чем может быть причина?

Добрый день.

Поступление автомобиля от физического лица?
Да, сотрудник указал частное лицо при поступлении, в этом дело было, спасибо.
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Поддержка отраслевых решений «1С-Рарус»
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