400-880-6200
专家免费评估 留学案例 雅思保分 免费备考资料 留学热线 400-880-6200

AMC10每日一题(2000年真题#6)

  • 2018-04-12     
  • 725 人浏览
  • 分享
  • 收藏

2000 AMC 10 竞赛试题/第6题


Problem

At Olympic High School, $\frac{2}{5}$ of the freshmen and $\frac{4}{5}$ of the sophomores took the AMC-10. Given that the number of freshmen and sophomore contestants was the same, which of the following must be true?

$\mathrm{(A)}$ There are five times as many sophomores as freshmen.

$\mathrm{(B)}$ There are twice as many sophomores as freshmen.

$\mathrm{(C)}$ There are as many freshmen as sophomores.

$\mathrm{(D)}$ There are twice as many freshmen as sophomores.

$\mathrm{(E)}$ There are five times as many freshmen as sophomores.

Solution

Let $f$ be the number of freshman and $s$ be the number of sophomores.

$\frac{2}{5}f=\frac{4}{5}s$

$2f = 4s$

$f=2s$

There are twice as many freshmen as sophomores. $\boxed{\text{D}}$


 . '文章底图' .
课窝考试网(http://www.ikewo.cn)声明

本站凡注明原创和署名的文章,未经课窝考试网许可,不得转载。课窝考试网的部分文章素材来自于网络,版权归原作者所有,仅供学习与研究,如果侵权,请提供版权证明,以便尽快删除。

专家答疑
  • 点击刷新验证码
  • 获取验证码
确认提交
在线咨询
扫一扫获取最新考试资讯
400-880-6200
立即咨询
二维码
二维码
回到顶部