(1-5) steps problem There are six steps that lead from the first to the second floor.
No two people can be on thesame step.
Mr A is two steps below Mr C
Mr B is a step next to Mr D
Only one step is vacant ( No one standing on that step ) Denote the first step by step 1
and second step by step 2 etc.
1. If Mr A is on the first step, Which of the following is true?
(A) Mr B is on the second step
(B) Mr C is on the fourth step.
(C) A person Mr E, could be on the third step
(D) Mr D is on heigher step than Mr C.

2. If Mr E was on the third step & Mr B was on a higher step than Mr E which step must be vacant
(A) step 1 (B) step 2 (C) step 4 (D) step 5 (E) step 6
3. If Mr B was on step 1, which step could A be on?
(A) 2&e only (B) 3&5 only (C) 3&4 only (D) 4&5 only (E) 2&4 only

4. If there were two steps between the step that A was standing and the step that B was standing
on, and A was on a higher step than D , A must be on step
(A) 2 (B) 3 (C) 4 (D) 5 (E) 6
5. Which of the following is false
i. B&D can be both on odd-numbered steps in one configuration
ii. In a particular configuration A and C must either both an odd numbered steps or both an
even-numbered steps
iii. A person E can be on a step next to the vacant step.
(A) i only (B) ii only (C) iii only

• previous answer is incorrect correct answer is:
  {most guys confuse in statement that Mr A is two steps below Mr C it means there is only one blank step between A and C rather than two blank steps }
  
  Q1)D
  Q2)A
  Q3)C
  Q4)C
  Q5)A
• 10 years agoHelpfull: Yes(5) No(0)
• Q1)B
  Q2)B
  Q4)D
  Q5)A
• 11 years agoHelpfull: Yes(1) No(3)