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Макроэкономика. Григорий ВечкановЧитать онлайн книгу.

Макроэкономика - Григорий Вечканов


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= 0,8 + 50. Определите функцию сбережения.

      2. Функция полезности домохозяйства описывается формулой U(C1, С2), где C1 – потребление в текущем году; С2 – потребление в будущем году.

      Доход домохозяйства в текущем году составил $40 000, а в будущем он составит $20 000. Ставка процента равна 6 %. Найдите объем потребительских расходов и сбережений в текущем и будущем годам.

      Конец ознакомительного фрагмента. Полный текст доступен на www.litres.ru

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