If R lives above P and below U then who lives immediately above X?
At least one person lives below P which means P lives either on 2nd or 3rd floor as S lives on the floors which is the 3 times of the floor number on which P lives. 2. Two persons live between S and V. Y lives on the topmost floor. Only one person lives between V and Q, who lives on odd numbered floor but below the sixth floor. So, S either lives on 6th or 9th floor. Also, V must be living below S as Q lives odd number floor below the 6th floor. Also, Q either lives on 5th or 1st floor. Case I: When P lives on 2nd floor: Case II: When P lives on 3rd floor but this case is invalid as Q lives on odd number floor:
T lives above S. W lives three floors above the floor on which Q lives. 4. Three persons live between R and X. U lives immediately above T. Now, Q must be living on ground floor as W lives 3 floors above Q. Also, U either lives on 9th or 8th floor as T lives above S and immediately below U but as three persons live between R and X which means U must be living on 8th floor and either R or X lives on 9th floor. The final arrangement is as follows:
Statement-1 - P > Q ≥ R < S > T
2 - L ˃ R ≥ M ≥ N
Conclusions:
P > N
Q ≥ M
L < N
...Statements: M = N; O < P < Q; N > O
Conclusions:
I. Q > N
II. M > P
Statement: W ≥ V > U < G ≥ S; V ≥ I = P
Conclusion: I. W > I II. W = P
In which of the following expressions will the expression ‘U < W’ be definitely true?
Statements: U = T ≥ J < Y ≤ X; C ≥ Z > X ≤ P = S.
Conclusions:
I. J ≤ P
II. S > T
Statements: Q @ X % Y % W; Y $ O $ B
Conclusions:
I. X % B
II. Q @ W
III. O $ X
...Statement: F ≥ G > I > E ≤ P, E = S ≥ P
Conclusion: I. F ≥ P II. G > P
Statements: A $ B @ D & E @ G % H, F & A, G $ J
Conclusions: I. A # H II. D $ J
...Statements: R ≥ T < U = V > W ≥ X, S < X > Y > Z
Conclusions:
I. U > S
II. T > Z
If the expressions G < L ≤ J > B, J ≤ A and G > H are true, which of the following conclusions will be definitely false?