Find all $w$ so that neither $-2(6+2w)\le -16 + 7w$ nor $-3w\ge 18 - 5w + 3$.
\($-2(6+2w)\le -16 + 7w$ nor $-3w\ge 18 - 5w + 3$ \)
-2 (6 + 2w) ≤ -16 + 7w -3w ≥ 18 - 5w + 3
-12 -4w ≤ -16 + 7w 2w ≥ 21
4 ≤ 11w w ≥ 21 / 2
w ≥ 4 / 11
Answer w ≤ 4/11
+1323 
