Practice Problems on Absolute Value Inequalities
P1. Use the union and intersection method to find the solution for x given |x+7|<1001 and |x+2|>24.
P2. Use the graphical representation method to find the solution of |2x+5|+y>7x
P3. Solve the inequality ∣2x + 3∣ < 5.
P4. Find all values of such that ∣x − 4∣ ≥ 2.
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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