What is the complete set of real numbers $x$ satisfying the inequality $\frac{x - 4}{x + 2} \ge 2$?

$(-\infty, -8] \cup (-2, \infty)$

[GMAT Focus] Inequalities & Absolute Values Trap Dissection | AceThePrep

GMAT FocusQuantitative ReasoningInequalities & Absolute Values

Level 3 Trap Drill

Can you avoid the examiner's trap?Select an option to evaluate

What is the complete set of real numbers satisfying the inequality ?

Full Curriculum Drill

Take the interactive diagnostic drill with real-time distractor analysis, Desmos calculator, and SM-2 spaced repetition.

How many integer values of $x$ satisfy the double inequality $|x - 4| + |x + 6| \le 14$?...

How many real solutions exist for the equation $|x - 2| + |x + 4| = 6$?...

For how many integer values of x does the inequality |2x - 7| <= |x + 5| hold true?...

Is the integer $n$ divisible by 6? Statement (1): $n$ is divisible by 3. Statement (2): $n$ is divisible by 4...

A municipal transit authority plans to reduce bus ticket prices by 20% to increase total fare revenue, arguing...