Reasoning Inequality Questions for Bank Exams
Reasoning Inequality Questions for Bank Exams

Reasoning Inequality Questions

In the competitive world of banking and insurance exams, the reasoning section plays an important role in determining a candidate’s success. Reasoning Inequality Questions are important topic of the Reasoning Ability section in banking and insurance exams like IBPS PO/Clerk, SBI PO/Clerk, IBPS RRB PO/Clerk, RBI Assistant, LIC AAO, and others. These inequality questions test a candidate’s logical thinking and ability to interpret relationships between different elements.

In this article, we will provide Reasoning Inequality Questions with Solutions. Inequality Questions often carry a significant weightage in the reasoning section. Scoring well in these questions can significantly boost your overall score. You can attempt these questions & boost your preparation for your examination.

What are Reasoning Inequality Questions?

Reasoning Inequality Questions are a type of logical reasoning problem that assesses a candidate’s ability to understand and interpret the relationship between different variables. These questions typically involve mathematical symbols such as > (greater than), < (less than), = (equal to), ≥ (greater than or equal to), and ≤ (less than or equal to). The candidate is required to deduce the correct relationship between the given elements based on the provided statements.

Reasoning Inequality Questions for Banking Exams | Set-9

In the Banking exams, Reasoning Inequality Questions  were asked in the Prelims as well as the Mains exam. There are 2-4 inequality questions asked in the banking exam. If you want to score more in the reasoning section then you should practice more and more these reasoning inequality questions.  Below you can practice with “Inequality Questions” for your banking exam preparation–

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

Show Correct Answers

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

Show Correct Answers

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

Show Correct Answers

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

Show Correct Answers

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

Show Correct Answers

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.

Reasoning Topic-Wise Questions Sets 2025

At Let’s Study Together (LST) we understand our students’ requirements and keeping it in mind, The LST Team created a Very special “Reasoning Topic-wise Booster Tests 2025” to crack upcoming Banking and Insurance Exams. These tests are available on our Exam Preparation Mobile App/Web named “Ixammr”. These questions are made by our experts after carefully examining previous years’ question papers. If you prepare this thoroughly, you can very easily crack the Banking Exams.

Reasoning Topic-Wise Questions Sets 2025

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

Show Correct Answers

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

Show Correct Answers

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

Show Correct Answers

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

Show Correct Answers

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

Show Correct Answers

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.

Understand the Reasoning Inequality Questions Symbols:

Solving Reasoning Inequality Questions requires a clear understanding of the relationships between the variables and the ability to apply logical reasoning.  it is essential to understand the meaning of each symbol:

  • > (Greater than): The element on the left is larger than the one on the right.
  • < (Less than): The element on the left is smaller than the one on the right.
  • = (Equal to): The elements on both sides are the same.
  • ≥ (Greater than or equal to): The element on the left is larger than or equal to the one on the right.
  • ≤ (Less than or equal to): The element on the left is smaller than or equal to the one on the right.

In today banking and insurance exams, Reasoning Inequality Questions are blend of logic, patience, and strategy. Regular practice of these questions, coupled with smart techniques, can transform this challenging topic into a scoring forte. Candidates must focus on accuracy first, and then speed, and soon this section will become your ally in cracking banking and insurance exams!

RELATED ARTICLESMORE FROM AUTHOR