Four letter clusters have been given out of which three are alike in some manner, while one is different. Choose the odd one.
GHJK
The objective is to find the odd letter cluster among the given options by identifying a common pattern shared by three clusters but not the fourth. We need to carefully examine the sequence and spacing between the letters in each cluster.
To find the pattern, we first determine the numerical position of each letter in the English alphabet (A=1, B=2, C=3, ..., Z=26).
Next, we calculate the difference in alphabetical positions between consecutive letters within each cluster. This reveals the specific spacing pattern for each group.
By comparing the calculated sequences of differences, we can identify the commonality and the outlier:
The cluster GHJK is the odd one out because it does not conform to the $+3, +1, +2$ interval pattern observed in the other three letter clusters (RUVX, MPQS, FIJL). Its unique pattern is $+1, +2, +1$.
The table below provides a concise summary of the alphabetical positions and the resulting difference patterns for each cluster:
| Cluster | Alphabetical Positions | Sequence of Differences |
|---|---|---|
| RUVX | R($18$), U($21$), V($22$), X($24$) | $21-18=3$, $22-21=1$, $24-22=2$ (Pattern: $3, 1, 2$) |
| GHJK | G($7$), H($8$), J($10$), K($11$) | $8-7=1$, $10-8=2$, $11-10=1$ (Pattern: $1, 2, 1$) |
| MPQS | M($13$), P($16$), Q($17$), S($19$) | $16-13=3$, $17-16=1$, $19-17=2$ (Pattern: $3, 1, 2$) |
| FIJL | F($6$), I($9$), J($10$), L($12$) | $9-6=3$, $10-9=1$, $12-10=2$ (Pattern: $3, 1, 2$) |
Based on the detailed analysis of the sequence patterns formed by the alphabetical positions of the letters, the letter cluster GHJK is identified as the odd one out. It is different because its pattern of intervals between consecutive letters ($+1, +2, +1$) does not match the common pattern ($+3, +1, +2$) found in the other three clusters.
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