Question 1
Refer to the information provided in Table 33.1 below to answer the question(s) that follow.
![](data:image/png;base64, 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)
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)
Refer to Table 33.1. Before specialization, Mexico produces 160 bushels of oranges and 40 bushels of bananas, and Guatemala produces 30 bushels of oranges and 40 bushels of bananas. After specialization, the increase in banana production is
◦ 10 bushels of bananas.
◦ 15 bushels of bananas.
◦ 20 bushels of bananas.
◦ 40 bushels of bananas.
Question 2
Refer to the information provided in Table 33.1 below to answer the question(s) that follow.
![](data:image/png;base64, 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)
![](data:image/png;base64, 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)
Refer to Table 33.1. For both countries to benefit from trade, the terms of trade must be between ________ bushel(s) of oranges to bushel(s) of bananas.
◦ 1:1/2 and 1:4
◦ 2:3 and 2:1
◦ 1:1 and 1:1/2
◦ 1:1 and 1:2.