Figure 7-2
![](data:image/png;base64, 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)
Suppose the U.S. government imposes a $0.75 per pound tariff on coffee imports. Figure 7-2 shows the impact of this tariff.
Refer to Figure 7-2. Without the tariff in place, the United States consumes
◦ 12 million pounds of coffee.
◦ 26 million pounds of coffee.
◦ 33 million pounds of coffee.
◦ 45 million pounds of coffee.