Determine the range of xxx values that satisfy the inequality x2−4x+3x−2≤0\frac{x^2 - 4x + 3}{x - 2} \leq 0x−2x2−4x+3≤0.
x≤1x \leq 1x≤1 or 2<x≤32 < x \leq 32<x≤3
1≤x<21 \leq x < 21≤x<2 or x≥3x \geq 3x≥3
x<2x < 2x<2 or x>3x > 3x>3
1<x<31 < x < 31<x<3