A company uses both trainee and qualified inspectors for quality control on an assembly line. The trainee inspectors can examine `15` items per hour, while the qualified inspectors can examine `25` items per hour.

The company needs at least `1800` items inspected in each eight-hour day.

Let `x` be the number of trainee inspectors employed by the company, and `y` be the number of qualified inspectors employed.

The constraint imposed by the number of items that need to be inspected in an eight-hour day is expressed by the inequality

**A.** `8x + 8y ≥ 1800`

**B.** `15x + 25y ≤ 1800`

**C.** `15x + 25y ≥ 1800`

**D.** `120x + 200y ≥ 1800`

**E.** `120x + 200y ≤ 1800`