The correct solution of -22 lt 8x-6 ≤ 26 is the interval:

The correct answer is Option (3) → \((-2, 4]\)

Adding 6 to all three parts:

    \(-16 \lt 8x \le 32\)

Dividing by the positive number 8 keeps the inequality signs:

    \(-2 \lt x \le 4\)

The strict sign at −2 gives an open end and the sign ≤ at 4 gives a closed end, so the solution is (−2, 4].