Select the option that is related to the third term in the same way as the second term is related to the first term.
GL
Letter analogies test your ability to find the relationship between a pair of letters or groups of letters and apply that same relationship to another term to find the missing element. In this question, we need to understand how 'RY' is related to 'QZ' and then apply the same logic to 'HK'.
Let's look at the relationship between the individual letters in the first pair:
Based on the analysis of the first pair (RY to QZ), the pattern is:
Now, we apply the same pattern to the third term, HK:
By applying the pattern to H and K, we get the letters G and L respectively. Combining these gives us the term GL.
The derived term GL matches one of the provided options.
| Term | First Letter | Pattern Applied | Resulting First Letter | Second Letter | Pattern Applied | Resulting Second Letter | Transformed Term |
|---|---|---|---|---|---|---|---|
| RY | R (${18}^{\text{th}}$) | -1 Position | Q (${17}^{\text{th}}$) | Y (${25}^{\text{th}}$) | +1 Position | Z (${26}^{\text{th}}$) | QZ |
| HK | H (${8}^{\text{th}}$) | -1 Position | G (${7}^{\text{th}}$) | K (${11}^{\text{th}}$) | +1 Position | L (${12}^{\text{th}}$) | GL |
Here's a quick summary of key points when tackling letter analogies:
Letter series and analogies are common in reasoning sections of various tests. Patterns can be simple or complex and may involve:
Practicing different types of letter-based questions helps in quickly identifying the underlying logic.
Select the related letters from the given alternatives:
JOKE : GLHB : : RISK : ?Select the related letters from the given alternatives:
MAN : PDQ : : WAN : ?In the following question, select the related letter/letters from the given alternatives.
PAL : RDP ∷ MRF : ?In the following question, select the related letter/letters from the given alternatives.
ACE : KMO : : BDF : ?Select the option that is related to the third term in the same way as the second term is related to the first term.
JMP : HON :: ADG : ?