ChaseDream
搜索
返回列表 发新帖
查看: 5044|回复: 5
打印 上一主题 下一主题

GMAT 逻辑分析题 (20)

[复制链接]
跳转到指定楼层
楼主
发表于 2010-12-1 12:37:17 | 只看该作者 回帖奖励 |倒序浏览 |阅读模式
Any official who takes bribes is filthy rich. No official who was under surveillance by National Security Bureau takes bribes. Therefore, any official who was under surveillance by National Security Bureau is good to have.

The conclusion of the argument follows logically if which one of the following is assumed?

A) It is not good to have any official who is filthy rich.
B) It is good to have any official who is not filthy rich.
C) It would have been good to have an official who took bribes if he or she had been under surveillance by National Security Bureau.
D) It is not good to have any official who takes bribes.
E) It is good to have any official who takes no bribes.
收藏收藏1 收藏收藏1
沙发
发表于 2010-12-3 01:48:38 | 只看该作者
选B把?
板凳
 楼主| 发表于 2010-12-3 04:54:48 | 只看该作者
选B把?
-- by 会员 woaihenglia (2010/12/3 1:48:38)


B is a very tempting choice.  But it is not the right answer for the question.
地板
 楼主| 发表于 2010-12-3 22:22:11 | 只看该作者
Any official who takes bribes is filthy rich. No official who was under surveillance by National Security Bureau takes bribes. Therefore, any official who was under surveillance by National Security Bureau is good to have.

Premise:
1) Official takes bribes --> filthy rich
2) Offical tracked by NSB --> takes no bribes

Conclusion:
Official tracked by NSB --> good to have

One way to find the assumption of an arugment is to "stretch" the conclusion and then plug in the the known premise accordingly:
Official tracked by NSB --> ?? --> good to have
Offical tracked by NSB -->[ takes no bribes] --> good to have
Then the assumption is: takes no bribes --> good to have !! Answer choice E puts this assumption into GMAT words.
5#
发表于 2011-11-8 19:56:07 | 只看该作者
It should be E. It's gap here again.
6#
发表于 2016-11-5 21:38:15 | 只看该作者
逆反命题
您需要登录后才可以回帖 登录 | 立即注册

Mark一下! 看一下! 顶楼主! 感谢分享! 快速回复:

手机版|ChaseDream|GMT+8, 2024-12-5 04:52
京公网安备11010202008513号 京ICP证101109号 京ICP备12012021号

ChaseDream 论坛

© 2003-2023 ChaseDream.com. All Rights Reserved.

返回顶部