Absolute Value Inequalities

Practice Questions

Algebra 1 › Absolute Value Inequalities

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1

Solve this inequality.

$\left | \frac{4x+3}{x+6}\right |\eq>1$

2

Solve for :

3

Solve the inequality:

$\small \left |15x - 39\right | < -42$

4

Give the solution set for the following equation:

5

Solve: $3\left | 3x+3\right |<36$

6

Solve the inequality for .

$\left | 3x+5\right |\geq 1$

7

Solve the inequality $\left | 4x-1\right |+7\leq14$ .

8

$\textup{If }\left | 2x+4\right |\leq10\textup{ , what are all possible values of }x\textup{?}$

9

Solve the equation in interval notation: $-3\left | x\right |>6$

10

Solve the inequality in interval notation: $\left | 3x+7\right |>-2x-3$

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