# Inequality Questions for SBI Clerk | Syndicate PO :- Set-5

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## Inequality Questions for SBI Clerk | Syndicate PO

Inequality Questions for SBI Clerk, Syndicate PO, SBI PO, Insurance. Welcome to the www.letsstudytogether.co online Reasoning section. If you are preparing for SBI Clerk, Syndicate PO, and Canara PO exams 2017-18, you will come across a section on Reasoning Ability Section. Here we are providing you with Reasoning quiz “Inequality Questions for SBI Clerk Prelims ” based on the latest pattern for your daily practice.

This “Inequality Questions for SBI Clerk, Syndicate PO 2018 “ is also important for other banking exams such as SBI PO, IBPS Clerk, SBI Clerk, IBPS RRB Officer, IBPS RRB Office Assistant, IBPS SO, SBI SO and other competitive exams.

## Inequality Questions for SBI Clerk | Syndicate PO :– Set-5

1.In the following question assuming the given statements to be true, find which of the conclusion(s) among given two conclusions is /are definitely true and then give your answer accordingly.
Statements:
G > P ≥ V > S; N < L = S > M
Conclusions:
I. M > P
II. S < G
A  Only I
B  Only II
C  Either I or II
D  Neither I nor II
E  Both I and II

B. Only II

Given statements are: G > P ≥ V > S; N < L = S > M
On rearranging: G > P ≥ V > S > M or N < L = S > M
Conclusions:
I. M > P (False as P > M)
II. S < G (True)
Thus, only conclusion II is true.

2.Statements:
H ≥ V; V ≠ O; O ≥ K; F < O; O ≥ H; N > H
Conclusions:
I. V = K
II. H > O
III. F ≠ H
A  Only I and II
B  Only II and III
C  Only III and I
D  Only III
E  None is true

E. None is true

Here, according to the given information: H ≥ V ≠ O ≥ K;
F < O ≥ H < N
Conclusions:
I. V = K –> False (as V > O ≥ K or V < O ≥ K)
II. H > O –> False (as H ≥ V < O or H ≥ V > O)
III. F ≠ H –> False (as F ≥ H or F < H)

3.Statements:
D ≤ G; G ≤ A; A < F; C > E; E ≥ A; A > L
Conclusions:
I. E > F
II. C > A
III. G < A
A  Only III
B  Only II
C  Only III and I
D  All are true
E  None is true

B. Only II

Here, according to the given information: D ≤ G ≤ A ≤ F; C > E ≥ A > L
Conclusions:
I. E > F –> False (as E ≥ A and A ≤ F, thus E can be > or < or = F)
II. C > A –> True (as C > E ≥ A)
III. G < A –> False (as G ≤ A)
Therefore, only conclusion II is true

4.Statements:
A ≤ Z > X, Z ≥ B = C < Y, C ≥ D
Conclusions:
I. D ≤ Z
II. A = B
III. X < Y
A  Only II
B  Only I
C  Only III
D  All are true
E  None of these

B. Only I

Given statements: A ≤ Z > X, Z ≥ B = C < Y, C ≥ D
On simplifying: A ≤ Z, Z > X; Z ≥ B = C ≥ D; B = C < Y
Conclusions:
I. D ≤ Z –> True (as Z ≥ B = C ≥ D –> Z ≥ D)
II. A = B –> False (as A ≤ Z and Z ≥ B –> A ≤ Z ≥ B –> clear relationship between A and B cannot be determined)
III. X < Y –> False (as Z > X, Z ≥ B and B = C < Y, so we get, X < Z ≥ B= C < Y –> X < Z ≥ B < Y –> clear relationship between X and Y cannot be determined)
Thus, only conclusion I is true

5.Statements:
X ≤ C > Y > S, Y ≥ N = L < Z
Conclusions:
I. X < Y > Z
II. S > N
III. N = X
A  Only II
B  Only III
C  Only I and II
D  Only I and III
E  None is true

E. None is true

Given statements: X ≤ C >Y > S, Y ≥ N = L < Z
On combining, we get X ≤ C > Y > S; S < Y ≥ N = L < Z
Conclusions:
I. X < Y > Z –> Need not be true (as X ≤ C > Y and Y ≥ N = L < Z, so we get, X ≤ C > Y ≥ N = L < Z –> Deinite relation between X and Y cannot be established)
II. S > N –> False (as S < Y ≥ N –> Deinite relation between S and N cannot be determined)
III. N = X –> Need not be true (as X ≤ C > Y > S and S < Y ≥ N, –> clear relationship between N and X and between X and Y cannot be determined)
Therefore, none of the conclusions is true.

6.In the following question assuming the given statements to be true, find which of the conclusion among given three conclusions is /are deinitely true and then give your answer.
Statements: S ≥ T > V = G; T ≤ K < R < H
Conclusions:
I. V < R
II. S < H
III. K > G
A  Only I is true
B  Both II and III are true
C  Only II is true
D  Both I and III are true
E  All I, II and III are true

D. Both I and III are true

Given statements: S ≥ T > V = G; T ≤ K < R < H
On combining, we get
S ≥ T ≤ K < R < H
H > R > K ≥ T > V = G
Conclusions:
I. V < R –> True (As, H > R > K ≥ T > V = G, R > V)
II. S < H –> False (As, S ≥ T ≤ K < R < H, the exact relation between S and H can’t be established)
III. K > G –> True (As, K ≥ T > V = G, K > G)
Both conclusion I and III are true.

7.Statements: N ≥ O > P = L; H ≥ Q > F = D ≤ P
Conclusions:
I. D < N
II. L > F
III. O > Q
A  Only I is true
B  Only II is true
C  Only III is true
D  Both II and III are true
E  Both I and II are true

A. Only I is true

Given statements: N ≥ O > P = L; H ≥ Q > F = D ≤ P
On combining, we get
H ≥ Q > F = D ≤ P = L and
H ≥ Q > F = D ≤ P < O ≤ N
Conclusions:
I. D < N –> True (As, D ≤ P < O ≤ N, D < N)
II. L > F –> False (As, F = D ≤ P = L, F ≤ L)
III. O > Q –> False (As, Q > F = D ≤ P < O, the exact relation between O and Q can’t be established)
Only I is true.

8.Statements: A ≥ X > Y > W; Z ≤ Y < F = C
Conclusions:
I. Z > W
II. A < F
III. X > C
A  Only I is true
B  Both II and III are true
C  Only III is true
D  All I, II, III are true
E  None of the conclusions is true

E. None of the conclusions is true

Given statements: A ≥ X > Y > W; Z ≤ Y < F = C
On combining, we get
A ≥ X > Y < F = C
Z ≤ Y > W
Z ≤ Y < X ≤ A
W < Y< F = C
Conclusions:
I. Z > W –> False (As, Z ≤ Y > W, the exact relation between Z and W can’t be established)
II. A < F –> False (As, A ≥ X > Y < F, the exact relation between A and F can’t be established)
III. X > C –> False (As, X > Y < F = C, the exact relation between X and C can’t be established)
None of the conclusions is true.

9.Answer the questions on the basis of the information given below In the questions, statements have different relations between different elements. Study the relations carefully and provide the answer as:

Statements: P ≥ Q, Q>R, R = T, U ≤ T
Conclusions:
I. P>R
II. U ≥ R
A  If only conclusion I is true
B  If only conclusion II is true
C  If either conclusion I or II is true
D Neither conclusion I or II is true
E  Both conclusions I and II are true

A. If only conclusion I is true

The following statement can be concluded from the given relations,
P ≥ Q>R= T ≥ U.
Thus conclusion I, P>R is true and conclusion II, U ≥ R is not true.
So, only conclusion I follows.

10.Statements: A>P ≥ N>M; V<L= M>S
Conclusions:
I. S>P
II. M<A
A  If only conclusion I is true
B  If only conclusion II is true
C  If either conclusion I or II is true
D Neither conclusion I or II is true
E  Both conclusions I and II are true

B. If only conclusion II is true

The following statement can be concluded from the given relations,
A>P ≥ N>M>S
Thus, conclusion I, S>P is false and conclusion II, M<A is true.
So, only conclusion II follows.