In each of these question, four groups of letters are given. Three of them are alike in a certain way while one is different select the one which is different.

Options

A. ACDF
B. FGKL
C. JIVW
D. TUOP

Explanation

To solve the question, we need to analyze the groups of letters given and identify which one is different based on the continuity of letters. Let's break it down step by step:

### Step 1: Analyze the first group of letters (A, C, D, F)
- The letters are: A, C, D, F.
- Check the continuity:
- A to C has a gap (B is missing).
- D to F also has a gap (E is missing).
- Conclusion: A, C, D, F does not have any two pairs of consecutive letters.

### Step 2: Analyze the second group of letters (F, G, K, L)
- The letters are: F, G, K, L.
- Check the continuity:
- F to G is consecutive (F, G).
- K to L is also consecutive (K, L).
- Conclusion: F, G, K, L has two pairs of consecutive letters.

### Step 3: Analyze the third group of letters (J, I, V, W)
- The letters are: J, I, V, W.
- Check the continuity:
- J to I is consecutive (J, I).
- V to W is also consecutive (V, W).
- Conclusion: J, I, V, W has two pairs of consecutive letters.

### Step 4: Analyze the fourth group of letters (T, U, O, P)
- The letters are: T, U, O, P.
- Check the continuity:
- T to U is consecutive (T, U).
- O to P is also consecutive (O, P).
- Conclusion: T, U, O, P has two pairs of consecutive letters.

### Final Step: Identify the odd one out
- From the analysis:
- Group 1 (A, C, D, F) has no pairs of consecutive letters.
- Groups 2 (F, G, K, L), 3 (J, I, V, W), and 4 (T, U, O, P) all have pairs of consecutive letters.
- Therefore, the group that is different is **A, C, D, F**.

### Final Answer:
The odd one out is **A, C, D, F**.

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