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3 |14-m| > 18
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Sagot :

Facundo3141592idn

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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