- UID
- 4599
- 在线时间
- 小时
- 注册时间
- 2003-5-22
- 最后登录
- 1970-1-1
- 主题
- 帖子
- 性别
- 保密
|
[face=Verdana]Nearly all mail that is correctly addressed arrives at its destination within two business days of being sent. In fact, correctly addressed mail takes longer than this only when it is damaged in transit. Overall, however, most mail arrives three business days or more after being sent.
If the statements above are true, which one of the following must be true? (A) A large proportion of the mail that is correctly addressed is damaged in transit. (B) No incorrectly addressed mail arrives within two business days of being sent. (C) Most mail that arrives within two business days of being sent is correctly addressed. (D) A large proportion of mail is incorrectly addressed. (E) More mail arrives within two business days of being sent than arrives between two and three business days after being sent. ========================================= This is a pure Deduction, have to stick to the logic diagram instead of taking for granted to form the conclusion, now let's get down to it:
The passage contains two conditional statements and one conclusion: 1. Correctly addressed => within two business days (A -> B) 2. Correctly addressed X Not (within two business days) => damaged in transit.((A .NOT. B) => C) Conclusion: most mail arrives three business days or more after being sent. (.NOT. B)
With the rule of contraproductive, we know .NOT. B => .NOT. A, this is the answer (D). Other than the above, we just can't deduce anything else from .NOT. B, meaning we don't know (A) which is AC, (B) which is B .NOT. A, (C) which is AB, or (E) B.
Hope it clarifies.[/face] |
|