In the following question, select the related letters from the given alternatives.
HMLQ
Letter analogy questions test your ability to identify the relationship between a pair of letters or groups of letters and apply that same relationship to another given letter or group to find the missing term. The key is to figure out the rule governing the transformation from the first term to the second term in the given pair.
Let's look at the first pair of letter groups: RVLP and SWMQ. We need to find the pattern that connects these two groups. We can do this by examining the position of each letter in the alphabet.
| Original Letter | Alphabet Position | Transformed Letter | Alphabet Position | Difference |
|---|---|---|---|---|
| R | 18 | S | 19 | $+1$ |
| V | 22 | W | 23 | $+1$ |
| L | 12 | M | 13 | $+1$ |
| P | 16 | Q | 17 | $+1$ |
From the table, it is clear that each letter in the first group (RVLP) is shifted one position forward in the alphabet to get the corresponding letter in the second group (SWMQ).
Now we apply the same $+1$ shift rule to the letters in the group GLKP to find the missing term.
| Original Letter | Alphabet Position | Shift ($+1$) | Transformed Letter | Alphabet Position |
|---|---|---|---|---|
| G | 7 | $+1$ | H | 8 |
| L | 12 | $+1$ | M | 13 |
| K | 11 | $+1$ | L | 12 |
| P | 16 | $+1$ | Q | 17 |
Applying the $+1$ shift to GLKP gives us H, M, L, and Q.
The related letters for GLKP are HMLQ.
Let's compare our result, HMLQ, with the given options:
Our derived term HMLQ matches Option 3.
The pattern in the analogy RVLP : SWMQ is a $+1$ shift for each letter. Applying this same pattern to GLKP results in HMLQ.
| First Pair | Relationship | Second Pair |
|---|---|---|
| RVLP | Each letter +1 position in alphabet | SWMQ |
| GLKP | Each letter +1 position in alphabet | HMLQ |
Letter analogies can have various types of patterns, including:
Solving letter analogies requires familiarity with the alphabet and practice in identifying different types of patterns.
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