Choice A is the correct answer. Multiply by the denominator to clear the fraction.

1. Multiply by 3: $2x - 5 \geq 3(x - 3)$
2. Distribute: $2x - 5 \geq 3x - 9$
3. Subtract 2x: $-5 \geq x - 9$
4. Add 9: $4 \geq x$, or $x \leq 4$

?�� Strategic Tip: Don't forget to multiply the entire right side $(x-3)$ by 3.

Choice B is incorrect because it reverses the inequality direction. Choice C is incorrect because it might result from arithmetic errors. Choice D is incorrect because it combines wrong value and wrong direction.