Inequality - gkquestionsguru.com

Directions:(1-5) In these questions, relationship between different elements is shown in the statements. These statements are followed by two conclusions.
1.
Statements
P ≤ Q = R, V > T < U, Q ≤ S < V
Conclusions
I. V > P
II. Q < T

If conclusion I and conclusion II follows
If Conclusion I follow
If Either Conclusion I or Conclusion II follows
If Neither Conclusion I nor Conclusion II follows
If Conclusion II follows

Ans: 2
I. V > P (V > S ≥ Q ≥ P) –> True
II. Q < T (Q ≤ S < V > T) –> False

2.
Statements
J > K = L, O < M > P, K ≥ M < N
Conclusions
I. O > J
II. P < L

If conclusion I and conclusion II follows
If Conclusion I follow
If Either Conclusion I or Conclusion II follows
If Neither Conclusion I nor Conclusion II follows
If Conclusion II follows

Ans: 5
J > K = L, O < M > P, K ≥ M < N
I. O > J (O < M ≤ K < J) –> False
II. P < L (P < M ≤ K = L) –> True

3.
Statements
A ≥ B < C, D ≥ E = B, G = H ≤ E
Conclusions
I. A = H
II. H < A

If conclusion I and conclusion II follows
If Conclusion I follow
If Either Conclusion I or Conclusion II follows
If Neither Conclusion I nor Conclusion II follows
If Conclusion II follows

Ans: 3
I. A = H (A ≥ B = E ≥ H) –> False
II. H < A (A ≥ B = E ≥ H) –> False

4.
Statements
M < N ≤ O, N > P = Q, Q ≥ R < S
Conclusions
I. S > N
II. O < R

If conclusion I and conclusion II follows
If Conclusion I follow
If Either Conclusion I or Conclusion II follows
If Neither Conclusion I nor Conclusion II follows
If Conclusion II follows

Ans: 4
I. S > N (N > P = Q ≥ R < S) –> False
II. O < R (R ≤ Q = P < N ≤ O) –> False

5.
Statements
T ≥ U = V, W < X ≥ V, X < Y ≤Z
Conclusions
I. Y > U
II. V < Z

If conclusion I and conclusion II follows
If Conclusion I follow
If Either Conclusion I or Conclusion II follows
If Neither Conclusion I nor Conclusion II follows
If Conclusion II follows

Ans: 1
I. Y > U (Y > X ≥ V = U) –> True
II. V < Z (V ≤ X < Y ≤ Z)–> True

Directions:(6-10) In these questions, relationship between different elements is shown in the statements. These statements are followed by two conclusions.
X $ Y means P is either greater than or equal to Q
X # Y means P is neither less than nor equal to Q
X @ Y means P is neither greater than nor equal to Q
X & Y means P is equal to Q
X % Y means P is not greater than Q

6.
Statements
P @ Q & R $ S; V $ R % T # U
Conclusions
I. T # P
II. S $ V

If conclusion I and conclusion II follows
If Conclusion I follow
If Either Conclusion I or Conclusion II follows
If Neither Conclusion I nor Conclusion II follows
If Conclusion II follows

Ans: 2

I. T > P (P < Q = R ≤ T) –>True
II. S ≥ V (S ≤ R ≤ V) –> False

7.
Statements
A % B # C @ D; F & C $ E % G
Conclusions
I. B @ F
II. E @ D

If conclusion I and conclusion II follows
If Conclusion I follow
If Either Conclusion I or Conclusion II follows
If Neither Conclusion I nor Conclusion II follows
If Conclusion II follows

Ans: 5

I. B < F (B>C=F) –> False
II. E < D (E ≤ C < D) –> True

8.
Statements
J & K # L $ M; L @ N % O & P
Conclusions
I. M # O
II. K @ P

If conclusion I and conclusion II follows
If Conclusion I follow
If Either Conclusion I or Conclusion II follows
If Neither Conclusion I nor Conclusion II follows
If Conclusion II follows

Ans: 4

I. M > O (M ≤ L < N ≤ O) –> False
II. K < P (K > L < N ≤ O ≥ P) –> False

9.
Statements
T % U @ V & W; V $ X % Y @ Z
Conclusions
I. T @ Y
II. Y % T

If conclusion I and conclusion II follows
If Conclusion I follow
If Either Conclusion I or Conclusion II follows
If Neither Conclusion I nor Conclusion II follows
If Conclusion II follows

Ans: 3

I. T < Y (T ≤ U < V ≥ X ≤ Y) –> False
II. Y ≤ T (T ≤ U < V ≥ X ≤ Y) –> False
The above conclusions satisfy Either Or case.

10.
Statements
F & G @ H % I; J $ H @ K # L
Conclusions
I. J # F
II. K # G

If conclusion I and conclusion II follows
If Conclusion I follow
If Either Conclusion I or Conclusion II follows
If Neither Conclusion I nor Conclusion II follows
If Conclusion II follows

Ans: 1

I. J > F (J ≥ H > G = F) –> True
II. K > G (K > H > G) –> True

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8 thoughts on “Inequality”

Kirti
14 October 2023 at 12:56

Wonderful question
Kirti
14 October 2023 at 12:57

Wonderful question thankyou
Bikash Naik
24 November 2023 at 09:37

Wonderful question
Anonymous
4 January 2024 at 06:06

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Anonymous
25 April 2024 at 15:20

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24 November 2024 at 08:24

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24 November 2024 at 08:25

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8 thoughts on “Inequality”

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