we conclude that the inequality can be written as the compound inequality:
m < 8
m > 20
How to solve the inequality for m?
Here we have the inequality:
3*|14 - m| > 18
We want to isolate m, so we start by dividing both sides by 3:
|14 - m| > 18/3 = 6
Now we can decompose the inequality in two:
14 - m > 6
14 - m < - 6
Solving both for m, we get:
14 - 6 > m
14 + 6 < m
8 > m
20 < m
Then we conclude that the inequality can be written as the compound inequality:
8 > m
20 < m
If you want to learn more about inequalities:
https://brainly.com/question/25275758
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