Question 1
Refer to the information provided in Figure 33.4 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 Figure 33.4. The domestic price of a leather wallet is $20. With free trade the price of a leather wallet is $10 and after a tariff is imposed the price is $15. After the tariff is imposed, tariff revenue in this country will be
◦ $50.
◦ $250.
◦ $500.
◦ $750.
Question 2
Refer to the information provided in Figure 33.4 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 Figure 33.4. The domestic price of a leather wallet is $20. With free trade the price of a leather wallet is $10 and after a tariff is imposed the price is $15. After the tariff is imposed
◦ domestic production and consumption will increase by 50 wallets and domestic consumption will increase by 50 wallets.
◦ domestic production will increase by 150 wallets and domestic consumption will decrease by 250 wallets.
◦ domestic production will increase by 100 wallets and domestic consumption will decrease by 100 wallets.
◦ domestic production will increase by 50 wallets and domestic consumption will decrease by 50 wallets.