Algebra

Absolute Value Inequalities

Absolute Value Inequalities - 2 or More quadratic Terms

         

Solve for x:x: x2144x2+144<1.\frac{\lvert x^2 - 144 \rvert}{\lvert x^2 + 144 \rvert} < 1 .

Solve for x:x: x2+16x216>2.\lvert x^2 + 16 \rvert - \lvert x^2 - 16 \rvert > 2.

Solve for x:x: x2+288<2882x2.\lvert x^2 + 288 \rvert < \lvert 288 - 2x^2 \rvert.

Solve for x:x: x2<x2+16x.\lvert x^2 \rvert < \lvert x^2 + 16x \rvert .

Solve for x:x: x2+36<x2+6x.\lvert x^2 + 36 \rvert < \lvert x^2 + 6x \rvert .

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