FAQs Absolute Value Inequalities
When do we use curved and square brackets while writing the solution of inequality?
Curved bracket i.e. ( ) is used to denote a quantity that is not included in the range of possible values of the variable whereas the square bracket i.e. [ ] is used when the number is included in the range of values of the variable.
What are the equivalents of curved and square brackets in graphical representation?
- Open dot denotes the curved bracket.
- Closed dot is used instead of the square bracket.
When is the sign switched from negative to positive and vice-versa in an inequality?
Sign in an inequality changes when we multiply the quantity on both sides of the equation by a negative sign or divide the quantity on both sides by a negative value.
Can an absolute value inequality be negative?
No, absolute value inequality can never be negative.
Absolute Value Inequalities
Inequalities that involve algebraic expressions with absolute value symbols and inequality symbols are called Absolute Value Inequality. In this article, we will discuss inequalities and absolute value inequalities and others in detail.
Table of Content
- What is Inequalities?
- What is Absolute Value Inequalities?
- Solving Absolute Value Inequalities
- Types of Absolute Value Inequalities
- Intersection and Union in Absolute Value Inequalities
- Examples on Absolute Value Inequalities
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