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тестирование экономика. Виды безработицы
ГОСУДАРСТВЕННОЕ РЕГУЛИРОВАНИЕ РЫНОЧНОЙ ЭКОНОМИКИ
НАПРАВЛЕНИЯ ПОЛИТИКИ
| ХАРАКТЕРИСТИКА НАПРАВЛЕНИЙ
| Фискальная
| Регулирование государственного бюджета
| ...
| Контроль за денежной массой
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ПОЛИТИКА ГОСУДАРСТВА В МЕЖДУНАРОДНОЙ ТОРГОВЛЕ
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)
ФУНКЦИИ РЫНКА
| ХАРАКТЕРИСТИКА
| Информационная
| Рынок предоставляет информацию о ценах, дефицитах и избытке товара
| Регулирующая
| С помощью рыночного механизма экономика перераспределяет свои ресурсы в пользу того или иного товара
| ...
| Рынок связывает воедино производителей и потребителей
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СИСТЕМА НАЦИОНАЛЬНЫХ СЧЕТОВ
НАЗВАНИЕ ПОКАЗАТЕЛЯ
| ОПРЕДЕЛЕНИЕ
| ...
| Общая стоимость всех конечных товаров и услуг, произведенных за год непосредственно внутри страны
| Валовой национальный продукт (ВНП)
| Общая стоимость всех конечных товаров и услуг, созданных производителями данной страны в течение года внутри страны и за рубежом
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)
ОСНОВНЫЕ ФУНКЦИИ РЫНКА
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