Ok, I have this Algebra problem that I have to solve but I am not sure how to. If some one could show me how to answer it, I would very much appreciate it. This is the problem: Solve the open sentence. –3 ≤ n + 6 ≤ 7 And these are the answer selections: n ≤ –9 and n ≤ 6 n ≥ –9 and n ≤ 1 n ≤ 3 and n ≤ 7 n ≥ 9 and n ≤ 7
–3-6 ≤ n + 6) -6≤ 7 -6 –3-6 ≤ n ≤ 7 -6 -9 ≤ n ≤ 1
Sorry, left out a left paren in the following: –3-6 ≤ (n + 6) -6≤ 7 -6
Um, I don't understand your answer, but I just wanted to say that I already figured out how to solve the inequality. The first thing that I have to do is separate the inequality into two different inequalities. The answer that I got was B. n > -9 and n <1 Thanks for trying to help me anyways!
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