The table below shows the input requirement in labor-hours to produce one unit of Cassava and one unit of Rubber in Country X and Country Y:
| Country | Cassava (1 unit) | Rubber (1 unit) |
|---|---|---|
| Country X | 6 labor-hours | 18 labor-hours |
| Country Y | 10 labor-hours | 15 labor-hours |
Based on David Ricardo's theory of comparative advantage, what is the maximum number of units of Cassava that Country X would be willing to pay to import unit of Rubber from Country Y?
Answer: 3 units of Cassava
Answer
3 units of Cassava (or 3)
To find the maximum amount of Cassava that Country X is willing to pay for unit of Rubber, we determine Country X's domestic opportunity cost of producing Rubber. In Country X, producing unit of Rubber requires labor-hours, while unit of Cassava requires labor-hours. By sacrificing unit of Rubber, Country X frees up labor-hours, which could produce units of Cassava. Hence, Country X will never pay more than units of Cassava for unit of Rubber in international trade.
Step-by-Step Solution
Key Concept
Terms of Trade Upper Bound in Comparative Advantage (Input Model)
Estimated Time:2m 0s