1994 AMC 8 第 1 题

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所有题目均经美国数学协会(MAA)官方合法授权使用。

1.

下列哪一个最大?

Which of the following is the largest?

13\dfrac{1}{3}

14\dfrac{1}{4}

38\dfrac{3}{8}

512\dfrac{5}{12}

724\dfrac{7}{24}

答案:D
知识点:分数
难度评级:560
解答:

通分到分母 2424,这些分数分别是 824,624,924,1024\dfrac{8}{24}, \dfrac{6}{24}, \dfrac{9}{24}, \dfrac{10}{24}724\dfrac{7}{24}

最大的分子是 1010,所以 512=1024\dfrac{5}{12} = \dfrac{10}{24} 最大。

所以正确答案是 D

Over the common denominator 2424, the fractions are 824,624,924,1024,\dfrac{8}{24}, \dfrac{6}{24}, \dfrac{9}{24}, \dfrac{10}{24}, and 724.\dfrac{7}{24}.

The largest numerator is 1010, so 512=1024\dfrac{5}{12} = \dfrac{10}{24} is the largest.

Thus, the correct answer is D .

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