Explanation:

Let's break down the logic behind these number pairs, one by one. Each first number is transformed into the second by a certain rule, and one option doesn’t follow it.

- Option 1: 1 ? 128

If you cube the first number (1³ = 1), but the result is 128. Actually, 2³ = 8, and 4³ = 64, but 27 = 128. Doesn’t fit the cube pattern.

- Option 2: 2 ? 30

Try squaring or cubing: 2² = 4, 2³ = 8. What about 2 × 15 = 30? Maybe a multiply pattern, but with different factors.

- Option 3: 3 ? 352

3² = 9, 3³ = 27, 3 × 100+ = way bigger, but doesn't make 352 in a clean way. Seems out of pattern.

- Option 4: 4 ? 4

Here 4 stays 4. No operation, or maybe “multiply by 1.”

What this really means is: all the pairs except option 3 (3, 352) can be kind-of justified (either nothing happens, or maybe a simple multiplication), but the third pair jumps way off.

Option 3: 352 is the odd one out.