Inequalities Application - 2

# Inequalities Application - 2 Video Lecture | Crash Course for CLAT

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## FAQs on Inequalities Application - 2 Video Lecture - Crash Course for CLAT

 1. What is the concept of inequalities in logical reasoning?
Ans. In logical reasoning, inequalities refer to the relationship between two quantities or expressions that are not equal to each other. It involves comparing the values of variables or expressions to determine their relative size or order.
 2. How are inequalities applied in the CLAT exam?
Ans. In the CLAT exam, inequalities are commonly used to test the candidate's ability to analyze and draw conclusions based on given statements or conditions. Questions may involve solving inequalities, finding the range of values, or determining the validity of statements using inequality symbols.
 3. What are some common inequality symbols used in logical reasoning questions?
Ans. Common inequality symbols used in logical reasoning questions include less than (<), greater than (>), less than or equal to (≤), greater than or equal to (≥), and not equal to (≠). These symbols help express the relationship between variables or expressions in terms of their size or order.
 4. How can I improve my skills in solving inequality-based questions for the CLAT exam?
Ans. To improve your skills in solving inequality-based questions, practice is key. Solve a variety of problems that involve inequalities and familiarize yourself with different types of questions. Understand the properties and rules of inequalities, such as how they behave when multiplied or divided by a negative number. Additionally, learn different techniques to graphically represent inequalities and solve them algebraically.
 5. Are there any specific tips or strategies to approach inequality-based questions in the CLAT exam?
Ans. Yes, here are some tips and strategies to approach inequality-based questions in the CLAT exam: - Read the question carefully and identify the given information and conditions. - Understand the properties and rules of inequalities. - Simplify the expressions or equations involving inequalities to make them easier to work with. - Graphically represent the inequalities, if applicable, to visualize the solution. - Pay attention to the direction of the inequality symbol and any negations in the statement. - Use logical reasoning and deduction to draw conclusions based on the given information. - Check your answer for accuracy and ensure it satisfies all the conditions and constraints given in the question.

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