directions - solve the compound inequality: 4x < 12 or 2x > 16 answer:

Explanation:

Step1: Solve the first inequality

Divide both sides of (4x < 12) by (4). (x < \frac{12}{4}) (x < 3)

Step2: Solve the second inequality

Divide both sides of (2x>16) by (2). (x > \frac{16}{2}) (x > 8)

Answer:

(x < 3) or (x > 8)