Inequality-1 Quiz for IBPS Clerk Mains – Practice Here
- Inequality-1 Quiz for IBPS Clerk Mains
- How to take Inequality-1 Questions for IBPS Clerk Mains
- Tips to Solve Inequality-1 Quiz Questions for IBPS Clerk Mains
- Some rules of Inequality:
- Advantages of taking our Inequality-1 Quiz Questions for IBPS Clerk Mains
- Features of Our Quizzes
Inequality-1 Quiz for IBPS Clerk Mains – Take the Inequality based Quiz Questions for IBPS Clerk Mains here and test your skills.
Inequality-1 Quiz for IBPS Clerk Mains
IBPS Clerk Mains exam is approaching. This year IBPS has increased the difficulty level of Mains 2017 Exam. The IBPS Clerk Mains paper consist of 190 Questions of 200 marks in 160 minutes. The new exam pattern is as below
As we see above , reasoning is an important section and inequality based questions are asked frequently. You can easily score in this section.
How to take Inequality-1 Questions for IBPS Clerk Mains
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Tips to Solve Inequality-1 Quiz Questions for IBPS Clerk Mains
In these questions, the relationship between different elements is shown in the statements. The statements are followed by two conclusions numbered I and II. Study the conclusions based on the statements and select the most appropriate answer.
- Solve inequality questions on various pattern
- Take at least one Mock Test daily.
- Collect the best study material and study from those.
- Revise regularly.
M > R ≤ T = S ≥ A; S < B; P ≥ B
I. M ≤ A
II. A < B
A) If only conclusion I is true.
B) If only conclusion II is true
C) If either conclusion I or conclusion II is true
D) If neither conclusion I nor conclusion II is true
E) If both conclusion I and conclusion II are true
Some rules of Inequality:
The relation between two inequalities can be established if they have a common term. For example,
a) A > B, B > C By looking at this, we can easily define the relation that A > B > C which means A > C or C < A.
b) A < B, B < C : By looking at this, we can easily define that A < B < C, which means A > C or C < A.
c) A ≥ B, B ≥ C : This implies that A ≥ B ≥ C, which means A ≥ C or C ≤ A.
A relation cannot be defined if they don’t have a common term. For example,
a) A > B, C > B : This implies that we cannot define a specific relation between A and C as both of them are greater than B.
b) B > A, D < B : This implies that a relation cannot be established between A and D as both are lesser than B.
c) A ≥ B, B ≤ C : This implies that a relation cannot be established between A and C as both are greater than or equal to B.
a) Either and or cases only takes place in complementary pairs. We cannot combine two elements with common elements in which no relation is established. For example, B ≤ C, A ≥ B. here we can conclude that A ≥ C or A < C.
Advantages of taking our Inequality-1 Quiz Questions for IBPS Clerk Mains
- Helps identify and improve your weak areas
- Improves speed and time-management skills
- Experience a simulated real-exam scenario
- Fun way to learn and improve your performance
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