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Find all $w$ so that neither $-2(6+2w)\le -16 + 7w$ nor $-3w\ge 18 - 5w + 3$.

 Jan 20, 2024
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Find all \(w\) so that neither \(-2(6+2w)\le -16 + 7w\) nor \(-3w\ge 18 - 5w + 3\).

 

4 <= 11w --> w >= 4/11 (8/22)

2w >= 21 --> w >= 21/2 (231/22)

 

all w with w >= 4/11 satisfy these equations

so the answer is w < 4/11 

 Jan 20, 2024

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