Which values of xxx satisfy the inequality x+2x−3≥2\frac{x+2}{x-3} \geq 2x−3x+2≥2?
x≥8x \geq 8x≥8
3<x≤83 < x \leq 83<x≤8
x≤3x \leq 3x≤3 or x≥8x \geq 8x≥8
x>3x > 3x>3 or x<−2x < -2x<−2