Reasoning: Inequalities Set 2
Direction (1-10): Relationship between different elements is shown in the statements. Find if the conclusions also follow or not.
- Statements: S > K ≥ X < C = N ≤ Q > A
Conclusions:
I. X ≥ Q
II. A > X
A) only I follows
B) only II follows
C) either I or II follows
D) neither I nor II follow
E) both I and II follow
- Statements: H > E ≥ V = S > L ≤ A
Conclusions:
I. E > L
II. S ≥ A
A) only I follows
B) only II follows
C) either I or II follows
D) neither I nor II follow
E) both I and II follow
- Statements: Q ≥ B > K < F; F < Q = S
Conclusions:
I. F ≤ B
II. Q < K
A) only I follows
B) only II follows
C) either I or II follows
D) neither I nor II follow
E) both I and II follow
- Statements: M < W < U ≤ A = T ≥ V ≥ S
Conclusions:
I. T > W
II. A ≥ S
A) only I follows
B) only II follows
C) either I or II follows
D) neither I nor II follow
E) both I and II follow
- Statements: D < S < U ≤ C = X ≥ V ≥ E
Conclusions:
I. D < X
II. X ≥ U
A) only I follows
B) only II follows
C) either I or II follows
D) neither I nor II follow
E) both I and II follow
- Statements: R > V ≥ A ≥ S; A ≥ S; A ≥ O ≥ U
Conclusions:
I. V > U
II. S ≤ O
A) only I follows
B) only II follows
C) either I or II follows
D) neither I nor II follow
E) both I and II follow
- Statements: R > A ≥ X ≥ D; X ≥ D; X ≥ O ≥ Z
Conclusions:
I. Z = A
II. R > O
A) only I follows
B) only II follows
C) either I or II follows
D) neither I nor II follow
E) both I and II follow
- Statements: A > Z ≥ B ≤ M; B ≥ E < L
Conclusions:
I. A > E
II. M ≤ Z
A) only I follows
B) only II follows
C) either I or II follows
D) neither I nor II follow
E) both I and II follow
- Statements: Q > A ≥ M ≤ E; J ≥ E < S
Conclusions:
I. A ≥ S
II. S < Q
A) only I follows
B) only II follows
C) either I or II follows
D) neither I nor II follow
E) both I and II follow
- Statements: Q > S ≥ X < J = N ≤ A > V
Conclusions:
I. Q > N
II. S > J
A) only I follows
B) only II follows
C) either I or II follows
D) neither I nor II follow
E) both I and II follow
Explanation: