2+2x3−2≥4x−65\frac{2+2x}{3} - 2 \geq \frac{4x-6}{5}32+2x−2≥54x−6
2+2x−63≥4x−65\frac{2+2x-6}{3} \geq \frac{4x-6}{5}32+2x−6≥54x−6
2x−43≥4x−65\frac{2x-4}{3} \geq \frac{4x-6}{5}32x−4≥54x−6
5(2x−4)≥3(4x−6)5(2x-4) \geq 3(4x-6)5(2x−4)≥3(4x−6)
10x−20≥12x−1810x - 20 \geq 12x - 1810x−20≥12x−18
10x−12x≥−18+2010x - 12x \geq -18 + 2010x−12x≥−18+20
−2x≥2-2x \geq 2−2x≥2
x≤−1x \leq -1x≤−1
