Вопросы по дисциплине:
Рынки факторов производства. Распределение доходов
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| № | Вопрос | Действия |
|---|---|---|
| 621 | Suppose the economy's production function is Y = AK^0.3N0.7. If K = 2000, N = 100, and A = 1, then Y = 246. If K and N both rise by 20%, and A is unchanged, by how much does Y increase? | Открыть |
| 622 | Suppose the economy's production function is Y = AK^0.3N0.7. If K = 2000, N = 100, and A = 1, then Y = 246. If K rises by 10%, and A and N are unchanged, by how much does Y increase? | Открыть |
| 623 | The main reason that the United States has such a high standard of living is | Открыть |
| 624 | Suppose the economy's production function is Y = AK^0.3N0.7. If K = 2000, N = 100, and A = 1, then Y = 246. If A rises by 10 percent, and K and N are unchanged, by how much does Y increase? | Открыть |
| 625 | Suppose the economy's production function is Y = AK^0.3N0.7. If K = 2000, N = 100, and A = 1, then Y = 246. If K and N each increase by 5 percent, and A is unchanged, by how much does Y increase? | Открыть |
| 626 | If Y = A × N × (75 + K/N), where K = 1000, N = 20, and A = 10, what happens if K doubles and N doubles? | Открыть |
| 627 | Suppose the economy's production function is Y = AK^0.3N0.7. When K = 1000, N = 50, and A= 15, what is Y? | Открыть |
| 628 | Suppose that Freedonia has GDP equal to 2000 million, the capital stock is 1700 million, and the number of employees equals 70 million. The production function is Y = AK^0.25N0.75. Total factor productivity of the economy is approximately equal to | Открыть |
| 629 | Suppose that the production function is given by Y = AK^0.25N0.75. Between Year 1 and Year 2, total factor productivity of Freedonia's economy increased by | Открыть |
| 630 | The two main characteristics of the production function are | Открыть |