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Question: Imagine that there are two countries, A and B, and that residents of each own only one asset, domestic land yelding rice. The two countries have different size: Country A has half the land of Country B. The yield on the land is uncertain. With probability one half Country A produces 10 tons of rice and country B produces 4 tons of rice, and with probability one half Country A produces 2 tons of rice and country B produces 20 tons of rice.
1. What is the average rice production in Contry A7 In Country B?
2. What are the values that world production can take? What are the probabilities of the different amounts?
3. If the citizens of the two countries are allowed to buy land in the other country, can they completely eliminate uncertainty regarding the food available every year?
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