A key part of many competitive exams are inequality reasoning questions, which ask candidates to use symbols like >, <, ≥, and ≤ to determine relationships between variables. These logical thinking tests, which usually appear as inequality reasoning MCQ’s. This post, Explain about inequality reasoning questions and answers for the student who are taking a government exam preparation. In order to be effective this post covered some inequality reasoning practice problems with inequality reasoning tricks and tips that help solve them quickly. Many candidates also look for printable inequality reasoning questions PDFs and inequality reasoning questions with answers to help them prepare.
What is Inequality Reasoning?
Inequality reasoning topic is all about the comparison between two or more variables that conclude them with a variable statement of question By using some inequality symbols like Greater than or equal to(> or ≥), smaller than or equal to (< or ≤), equal to (=) with the help of this symbol Conclude the possibility of statement for answer the Inequality question
Types of Inequality Reasoning Questions
There are three types of Inequality Reasoning Questions asked in various competitive exams. Types of Inequality Reasoning are given below.
1. Basic or Simple Inequality (Statement and Conclusion)
In these type of Inequality reasoning questions, Expressions that compare various aspects will be provided, and questions about a specified relationship between any two items will be asked.
2. Conditional Inequality (Either – or Case)
It is not possible to identify a clear relationship between two elements. There will only be two relations provided in this manner of questions, and either relation 1 or relation 2 may be true.
3. Coded Inequality (Coded Statement and Coded Conclusion Based)
Inequality symbols will be assigned codes, and meanings will be provided using those codes. Candidates must figure out how the elements relate to one another and identify the symbols.
How to Solve Inequality Reasoning Questions
Usually, the questions include coded inequalities, mathematical inequalities, and queries that demand for comparing values or information. Using logical symbols like >, <, =, ≠ , ≥, ≤, and equalities is important for solving questions.
Sometimes during solving Inequality reasoning questions, we think it is a right but in reality, it turns out to be wrong. So before solving reasoning inequalities questions, you should know inequality reasoning tricks and tips For better understanding of possibilities in statement.
Inequality Reasoning Tricks and Tips
#Tips1 : To solve Inequality Reasoning Questions, you need to know basic symbols of inequality questions, that are provided in below table.
| Symbol | Meaning | Example |
| > | Greater than | ( A > B) A is Greater than B |
| < | Less than | ( A < B) A is Less than B |
| = | Equal | (A = B) A is Equal to B |
| ≥ | Either Greater than or equal to | (A ≥B) A is either greater than or equal to B |
| ≤ | Either Less than or equal to | (A ≤ B) A is either Less than or equal to B |
| ≠ | Not Equal | (A ≠ B) A is Not Equal to B |
#Tips2 : while solving inequality reasoning questions, you should know about the upcoming possibilities of the given conclusion from their statement, which are mentioned in below table.
| Statement | Possibility | Conclusion |
| A>B>C | No possibility of the statement | A>C |
| A ≥ B> C | A>B>C → A>C | From Both or Possibility are |
| A=B>C → A>C | Getting A>C so conclusion will be A>C | |
| A>B ≥ C | A>B>C → A>C we are getting or A>B=C → A>C |
From Both Possibilities A>C so The conclusion will be A>C |
| A ≥ B ≥ C | A>B>C → A>C or A=B>C → A>C or A>B=C → A>C or A=B=C → A>C |
From the first three possibilities, we are getting A>C but from the last one, we are getting A=C. so the combination of these two A≥C will be the conclusion |
#Tips3 : Check symbols are in the same order or not
#Tips4 : if symbols are in the same order then check there is only a single inequality symbol between those two elements we are comparing.
#Tips5 :
(i): If yes, then the conclusion will have a single equality symbol between them in order to make conclusions and definitely true ( follow)
(ii) if no, then there will have Double equality symbol between in order to make the conclusion definitely true ( follow)
(iii) if neither symbol not double sign is present between them and only ” equals to” Tu is present it then the conclusion also must have “=” sign to make it definitely true
#Tips6 : if symbols are not in the same order in the statement then entities that are being compared will always give “no relation” because of which only conclusion related to them will give can’t say ( does not follow) as the answer.
Inequality Reasoning Questions pdf
Inequality Reasoning Questions And Answers
Here we start 1st type of inequality i.e. simple Inequality Reasoning Questions And Answers
Q1-5. 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.
P ≥ Q ≥ R = S ≥ T > U ≥ V = W < X
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.
Q1.
Conclusion
I. P ≥ U
II. P > U
Q2.
Conclusion
I. T ≤ Q
II. T < Q
Q3.
Conclusion:
I. P > T
II. P = T
Q4.
Conclusion
I. T > X
II. T > W
Q5.
Conclusion
I. U > X
II. U ≤ X
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About the author
Hi,
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.