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tags tag:apple
author user:martin
title title:apple
content content:apple
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views views:100
score score:10
answers answers:2
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1 vote
174 views

The question is based on the information provided below.

A number of dacoits need to hole up in their hideout. The problem is that, as with many criminal groups, there are a number of personality conflicts that disallow certain members of the dacoit group from being in the hideout at the same time as certain other members. The personality issues of the bandits $\text{A, B, C, D, E, F, G,}$ and $\text{H}$ are illuminated by the following constraints:

  1. If $\text{D}$ is in the hideout, then $\text{E}$ is in the hideout.
  2. If $\text{E}$ is not in the hideout, then $\text{A}$ is in the hideout.
  3. If $\text{B}$ is not in the hideout, then $\text{C}$ is not in the hideout.
  4. If $\text{F}$ is in the hideout, then $\text{H}$ is not in the hideout.
  5. If $\text{A}$ is not in the hideout, then $\text{B}$ is in the hideout.

Which of the following could be a complete list of the bandits in the hideout?

  1. $\text{A, E, F, H}$
  2. $\text{F, D, C, B}$
  3. $\text{E, H, D, A}$
  4. $\text{H, B, E, C, F}$
in Logical Reasoning 9.1k points 26 401 788
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2 Answers

0 votes
option B??
66 points 1
0 votes

 

E, H, D, A , the answer is (C)

618 points 1 9

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