Which inequality has a solution set of (x > -3 or x < -4)? a. |2x + 7| < 1 b. |2x + 7| > 1 c. |2x + 7| < -1 d. |2x + 7| > -1 The | | represents absolute value.
Added by Lisa P.
Step 1
We need to find the inequality with absolute value that corresponds to this solution set. Let's consider each option: a. |2x + 7| < 1 To solve this inequality, we can write it as two separate inequalities: -1 < 2x + 7 < 1 Subtracting 7 from all parts, we get: -8 Show more…
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