–3 ≤ n + 6 ≤ 7
when you have a left-side and a right-side you'd add or multiply to both sides to solve for whatever variable in this case you have, a left-side a middle-side and a right-side same thing, you'd just have to do it for all 3 sides –3 ≤ n + 6 ≤ 7 left middle right
thank you jdoe:)
but what would the answer be though?
Well, unless my head is melting... which is quite possible Let's separate this: \[ -3 \le n+6 \quad\quad\text{ and } \quad\quad n+6 \le7 \\ -9 \le n \quad\quad\quad \text{ and } \quad\quad n \le 1 \\ -9 \le n \le 1 \]
well... subtract 6 from all sides
n ≤ 3 and n ≤ 7 n ≥ 9 and n ≤ 7 wold be one of those
well... notice pitamar 's lines... same thing, it's just a way to do it piecewise, but the answer is correct
Ironically I liked your way better...
lol thank you both this helped
I don't know which to give the best rsponce too.....
him
\(\bf -3 \le n+6 \le 7\\ \quad \\ \textit{let us subtract 6 from all 3 sides}\\ \quad \\ -3-6 \le n\cancel{+6-6} \le 7-6\implies -9 \le n \le 1\)
ok thank you:) :*
yw
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