Экономическая теория. Вера Владимировна Амосова
Чтение книги онлайн.

Читать онлайн книгу Экономическая теория - Вера Владимировна Амосова страница 44

СКАЧАТЬ выражалось:

      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.

      Примечания

      1

      В данном учебном пособии понятия «экономическая наука» и «экономика» употребляются как синонимы, хотя слово «экономика» может использоваться также в значении «народное хозяйство».

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 СКАЧАТЬ