Algebra

Absolute Value Inequalities

Absolute Value Inequalities - 1 Quadratic Term

         

Solve for x:x: x21>2. \lvert x^2-1 \rvert > 2.

Solve for x:x: 1x215>115. \frac{1}{\lvert x^2-15 \rvert} > \frac{1}{15}.

Solve for x:x: x216x<32x. \lvert x^2-16x \rvert < 32x .

Solve for x:x: x213<13. \lvert x^2-13 \rvert < 13.

Solve for x:x: x232x<x2. \lvert x^2-32x \rvert < x^2 .

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