Question

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Answer 1

anytime you have an inequality involving absolute values, you'll prolly have to solve two inequalities to solve without the absolute value... here you'll need to solve:

\(\Large 2x+7 \le 27 \) AND \(\large 2x+7 \ge -27 \)

the solution set is the intersection of these two sets.... can you solve both of these inequalities?

Answer 2

For the first one I got x≤10 and the second one I got x≥-17

Answer 3

yes...
so this is a conjunction AND, the solution set is "all x less than or equal to 10" AND " all x greater than or equal to -17"....