Choice A is the correct answer. Isolate $x$ and reverse signs.

1. Subtract 3: $-8 < -2x \leq 6$
2. Divide by -2: $4 > x \geq -3$ (Reverse signs!)
3. Rewrite: $-3 \leq x < 4$

?�� Strategic Tip: When rewriting $4 > x \geq -3$, start with the smallest number: $-3 \leq x < 4$.

Choice B is incorrect because it swaps the strict/inclusive endpoints. Choice C is incorrect because it calculates endpoints incorrectly. Choice D is incorrect because it writes the interval backwards ($4 < -3$ is impossible).