The diagram below shows the domestic demand and supply curves for cotton towels in Canada. The prevailing world price of cotton towels is PW. Assume that all cotton towels are identical.
![](data:image/png;base64, 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)
FIGURE 20-3
Refer to Figure 20-3. If Canada imposes a tariff of $t per cotton towel, the Canadian government's tariff revenues will be equal to the area
◦ C + H.
◦ A + B + C + D.
◦ C.
◦ A + B + C.
◦ B + C + D.