Question

Solve the absolute value inequality: |4x + 3| 19

Answer 1

\(> \text{ or} <\)?

Answer 2

Or possibly \(\le\) or \(\ge\)?

Answer 3

>=

Answer 4

Aha. Then \(4x + 3\)'s distance [geometrically] is 19 or more from 0.

Answer 5

Therefore, \(4x + 3 \ge 19\) or \(4x + 3 \le -19\)

Answer 6

do you get it? Now you may solve for \(x\) in both inequalities.

Answer 7

yeah go on

Answer 8

What else am I missing in my explanation? I believe that it is already completed.

Answer 9

oh ok wel then if i go follown ure way my answer becomes x <= -5.5 and x >= 4

Answer 10

You are correct :)

Answer 11

thanks for ure help :0

Answer 12

yw