Аудит: теория и практика. Юрий Юрьевич Кочинев. Читать онлайн. Newlib. NEWLIB.NET

Автор: Юрий Юрьевич Кочинев
Издательство:
Серия:
Жанр произведения: Бухучет, налогообложение, аудит
Год издания: 2010
isbn: 978-5-49807-579-2
Скачать книгу
возникнуть вопрос, почему мы не отнесли эту процедуру к фактическим. Следует отметить, что фактическая процедура наблюдения предполагает несколько иное – наблюдение, осуществляемые аудитором за выполнением производственного процесса изготовления продукции, выполнения работ, оказания услуг. Здесь же аудитор наблюдает не за порядком выполнения хозяйственных операций, а за порядком их отражения.

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