Find out the odd-one :

Question

Accepted Answer

To determine the odd-one-out among the given options, we need to analyze the pattern or sequence in each option. Let's examine each option:

1. **EJNO**: 
   - The letters are E, J, N, O.
   - The pattern here is that each letter is separated by a consistent number of positions in the alphabet: E (5), J (10), N (14), O (15).
   - The sequence follows a pattern where the difference between consecutive letters is +5, +4, +1.

2. **HMQR**: 
   - The letters are H, M, Q, R.
   - The pattern here is H (8), M (13), Q (17), R (18).
   - The sequence follows a pattern where the difference between consecutive letters is +5, +4, +1.

3. **KPSU**: 
   - The letters are K, P, S, U.
   - The pattern here is K (11), P (16), S (19), U (21).
   - The sequence follows a pattern where the difference between consecutive letters is +5, +3, +2.
   - This pattern is different from the others, as the differences are not +5, +4, +1.

4. **NSWX**: 
   - The letters are N, S, W, X.
   - The pattern here is N (14), S (19), W (23), X (24).
   - The sequence follows a pattern where the difference between consecutive letters is +5, +4, +1.

**Explanation:**

- Options 1, 2, and 4 all follow a similar pattern where the differences between consecutive letters are +5, +4, +1.
- Option 3, KPSU, deviates from this pattern with differences of +5, +3, +2.

Therefore, Option 3 (KPSU) is the odd-one-out because its sequence of differences does not match the consistent pattern found in the other options. This justifies why Option 3 is the correct answer.