Скачать книгу

процессу по изготовлению данного вида продукции (работ, услуг) невозможно, в учетной политике следует определить механизм распределения таких расходов, используя экономически обоснованные показатели.

      Применять установленный порядок следует не менее двух налоговых периодов.

      К услугам понятие незавершенного производства в бухгалтерском учете не применяется.

      Конец ознакомительного фрагмента.

      Текст предоставлен ООО «ЛитРес».

      Прочитайте эту книгу целиком, купив полную легальную версию на ЛитРес.

      Безопасно оплатить книгу можно банковской картой Visa, MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

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

Скачать книгу