Set 1: Linear Inequalities (Intermediate)

Choice A is correct. Choice A is the correct answer. Absolute value is always non-negative ($\\geq 0$). 1. Logic: $|x| \geq 0$ for any real number. 2. Comparison: Is a non-negative number always greater than -2? Yes. 3. Result: All real numbers. Strategic Tip: Absolute value cannot be negative. $|x| < \text{negative}$ is impossible (No Solution). $|x| > \text{negative}$ is always true. Choice B is incorrect because it has No Solution. Choice C is incorrect because it excludes numbers between -2 and 2. Choice D is incorrect because it excludes numbers outside -2 and 2.