Algebra-1

The inequality that requires the use of "AND" in its solution is: |3x - 1| ≤ 16.

For an inequality of the form |A| ≤ B, where A is an expression and B is a positive number, it can be rewritten as a compound inequality: -B ≤ A ≤ B.

In this case, |3x - 1| ≤ 16 can be written as: -16 < 3x - 1 < 16.

This represents two conditions that must both be true at the same time, so they are connected by "AND."

For the other inequalities:

Option A, |x + 5| ≥ 8

This inequality is of the...