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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, fora liter of gasoline at the Canadian gas station that day? (1 gallon is approximately3.785 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.$$\frac{(1.20)(1.25)}{(1.25)(3.785)}$$
E.$$\frac{3.785}{(1.20)(1.25)}$$

B显示答案

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以上解析由考满分老师提供。

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