Inequality Reasoning Practice Questions

Q-6. Determine which of the two conclusions in the question is/are completely correct, provided that the statements are true followed by answer to fit with that conclusion.
M ≥ K > T = P ≤ S = R
Conclusion:
I. M > P
II. R > T

A. Only Conclusion I is true.
B. Only Conclusion II is true.
C. Either Conclusion I or II is true.
D. Neither Conclusion I or II is true.
E. Both Conclusion I or II are true.

View Answer and Solution 
  
Answer : (A) Only Conclusion I is true. 
Solution:
Only Conclusion I is true. Because the Relation between R and T is  R ≥ T
 
 

Q-7. Determine which of the two conclusions in the question is/are completely correct, provided that the statements are true followed by answer to fit with that conclusion.
R ≤ L = T ≥ S , V < G ≤ R
Conclusion:
I. S ≥ G
II. G ≤ T

A. Only Conclusion I is true.
B. Only Conclusion II is true.
C. Either Conclusion I or II is true.
D. Neither Conclusion I or II is true.
E. Both Conclusion I or II are true.

View Answer and Solution 
  
Answer : (B) Only Conclusion II is true. 
Solution: 
Let's start from S to Left
S  ≤  T = L  ≥  R ≥  G
Therefore the relation between S and G does not define
Let's start from G to Right
we get G ≤  R  ≤  L = T
therefore  G  ≤ T   is true
 
 

Q-8. Determine which of the two conclusions in the question is/are completely correct, provided that the statements are true followed by answer to fit with that conclusion.
D = K ≥ R > T , Q ≤ P = T
Conclusion
I. D > P
II. R > Q

A. Only Conclusion I is true.
B. Only Conclusion II is true.
C. Either Conclusion I or II is true.
D. Neither Conclusion I or II is true.
E. Both Conclusion I or II are true.

View Answer and Solution 
  
Answer : (E) Both Conclusion I or II are true. 
Solution:
Let's start from D to right Direction
 D = K  ≥ R > T = P
Therefore, D  ≥ P
 Let's start from R to right Direction
  R > T = P  ≥ Q
 Therefore we get, R  >  Q
So,   Both Conclusion I or II are true.
 
 

Q9. Based on the given statement, which of the following conclusions is correct.
M ≤ N ≤ R = J < K = L
Conclusion
I. J > M
II. M = J

A. Only Conclusion I is true.
B. Only Conclusion II is true.
C. Either Conclusion I or II is true.
D. Neither Conclusion I or II is true.
E. Both Conclusion I or II are true.

View Answer and Solution 
  
Answer: (C) Either Conclusion I or II is true. 
Solution:
Let's start from J to Left Direction 
J = R  ≥ N ≥ M 
 Therefore we get, J ≥ M
So,   Either Conclusion I or II is true. 
 
 

Q10. Based on the given statement, which of the following conclusions is correct.
M > L ≥ K ≤ J ; N ≥ R ≥ S = M
Conclusion
I. N > J
II. J ≥ N

A. Only Conclusion I is true.
B. Only Conclusion II is true.
C. Either Conclusion I or II is true.
D. Neither Conclusion I or II is true.
E. Both Conclusion I or II are true.

View Answer and Solution 
  
Answer: (C) Either Conclusion I or II is true. 
Solution:
Let's start from N to Right Direction 
 N  ≥  R  ≥ S = M > L ≥  K  ≤  J 
Opposite Element Formed, Therefore we cant find Exact relation between J and N
but we found possibility (> = <) between J and N
So,   Either Conclusion I or II is true.  
 
 

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I am Vaibhav Choudhary, Reasoning Teacher by Profession but Blogger by a passion. I would like to share my reasoning knowledge with students those are taking a preparation of government exam or competitive exam.