# Reasoning: Inequalities Questions for Prelims Exam – Set 17

Direction (1-6): Relationship between different elements is shown in the statements. Find if the conclusions also follow or not.

1. Statements: P < E ≤ B = J ≥ D; W ≥ J < S; A ≥ E
Conclusions:
I. W ≥ A,
II. D < 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
Option B
2. Statements: B > W = Q ≥ N < D ≤ E; D > C; K < W
Conclusions:
I. E > C,
II. B < N
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
Option A
3. Statements: L ≥ B = A ≥ K < T = H; C = K > D > S = J
Conclusions:
I. C ≤ L
II. H > 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

Option E
4. Statements: P > A ≤ H > Q = T; B > H = W ≤ S; Q > D ≤ E
Conclusions:
I. B ≥ E
II. B < E
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

Option C
B > H > Q > D ≤ E, so there is no relationship between B and E. But B will be certainly equal to, or greater than, or lesser than E. So these all three symbols are present in options. B ≥ E and B < E. So either of them will follow.
5. Statements: W > A ≤ R > S = T; P > R = V ≤ X; S > A ≥ Z
Conclusions:
I. Z ≤ X
II. T > 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

Option B

6. Statements: S = B ≥ H < T = A; Q > C = D < H < U; E > F < U = K
Conclusions:
I. K > C
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

Option A

Direction (7-10): In the following questions, the symbols #, *, %, @ and © are used with the following meaning:

‘P ^ Q’ means ‘P is not greater than Q’.
‘P @ Q’ means ‘P is not greater than or equal to Q’.
‘P \$ Q’ means ‘P is not smaller than Q’.
‘P % Q’ means ‘P is not smaller than or greater than Q’.
‘P # Q’ means ‘P is neither smaller than nor equal to Q’.

1. Statements: P \$ K, K # E, E ^ W
Conclusions:
I. W # K,
II. E @ P
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
Option B
2. Statements: W \$ K, K # N, N % S
Conclusions:
I. S @ K
II. W # N
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
Option E
3. Statements: Q @ W, W % F, F \$ B
Conclusions:
I.  F # Q,
II. B % W
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
Option A
4. Statements: R # B, B \$ C, C @ E
Conclusions:
I. E # B,
II. C @ R
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
Option B

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