In each of the following questions, a group of three numbers/symbols is given in each option. Identify the group that does NOT follow the same pattern as the others.

To determine which group does NOT follow the same pattern as the others, let us analyze the pattern present in each option step-by-step.

The general pattern observed in the first three options consists of three terms where:
1. The letters move backward in the English alphabet by 1 position (e.g., Z → Y → X).
2. The numbers increase consecutively by 1 (e.g., 1 → 2 → 3).
3. The symbols in all three terms are completely different from each other.

Let us test each option against these rules:

1. Z1$ : Y2# : X3@
• Letters: Z → Y → X (Consecutive reverse alphabet order)
• Numbers: 1 → 2 → 3 (Consecutive numbers)
• Symbols: $, #, @ (Three unique, distinct symbols)

2. W4% : V5^ : U6&
• Letters: W → V → U (Consecutive reverse alphabet order)
• Numbers: 4 → 5 → 6 (Consecutive numbers)
• Symbols: %, ^, & (Three unique, distinct symbols)

3. T7* : S8( : R9)
• Letters: T → S → R (Consecutive reverse alphabet order)
• Numbers: 7 → 8 → 9 (Consecutive numbers)
• Symbols: *, (, ) (Three unique, distinct symbols)

4. Q10$ : P11$ : 012$
• Letters: Q → P → O (Consecutive reverse alphabet order)
• Numbers: 10 → 11 → 12 (Consecutive numbers)
• Symbols: $, $, $ (All three symbols are identical, which breaks the pattern of having distinct symbols in each term)

The correct answer is Q10$ : P11$ : 012$.