Explanation:

Okay, here’s what’s going on:

Let's look at the set (14, 18, 277):

- First, notice 14 × 18 = 252. But 277 is 25 more than that.

- 14 × 18 = 252 ? 252 + 25 = 277.

So the pattern seems to be:

Multiply the first two numbers, then add 25.

Now, let's test each option:

Option 1: (20, 22, 521)

- 20 × 22 = 440; 440 + 25 = 465 (but 521 ? 465)

Option 2: (12, 32, 320)

- 12 × 32 = 384; 384 + 25 = 409 (but 320 ? 409)

Option 3: (18, 16, 485)

- 18 × 16 = 288; 288 + 25 = 313 (but 485 ? 313)

Option 4: (24, 20, 576)

- 24 × 20 = 480; 480 + 25 = 505 (but 576 ? 505)

To recap:

- None of the options fit the pattern perfectly, but if we check if there’s another relation, let's quickly try squaring and factoring:

- Not matching any alternative obvious patterns (squares, cubes, sums, differences).

There’s no clear fit with the given logic, but strictly using the multiplication-plus-25 pattern, none match. If there’s another pattern, it’s not visible from the options above. But based on calculation, none are correct, so yeah, your answer doesn’t fit the original relation.