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One day in 1997 at a gas station in the United States near the border of Canada, gasoline was selling for $1.20 per gallon (United States dollars). On that day, 1 United States dollar could be exchanged for 1.25 Canadian dollars. If gasoline was being sold at an equivalent rate at a gas station across the border in Canada, which of the following calculations gives an approximate price, in Canadian dollars, for a liter of gasoline at the Canadian gas station that day? (1 gallon is approximately 3.785 liters.)

A$$\frac{(1.20)(3.785)}{1.25}$$
B$$\frac{(1.20)(1.25)}{3.785}$$
C(1.20)(3.785)(1.25)
D$$\frac{(1.20)}{(1.25)(3.785)}$$
E$$\frac{3.785}{(1.20)(1.25)}$$

B显示答案

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· 相关考点

2.5.1 单位换算

以上解析由考满分老师提供。

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