Select the term missing from the given series.
SJ
The question asks us to identify the missing term in the given letter series: PG, QH, RI, ?
To solve this, we need to analyse the pattern followed by the letters in each term of the series.
Let's look at the first letter of each term and the second letter of each term separately.
The first letters of the terms are P, Q, R.
We can see a clear pattern here: the first letter is progressing sequentially through the alphabet. The next letter in this sequence would be the 19th letter of the alphabet.
The 19th letter of the English alphabet is S.
The second letters of the terms are G, H, I.
Similarly, the second letter is also progressing sequentially through the alphabet. The next letter in this sequence would be the 10th letter of the alphabet.
The 10th letter of the English alphabet is J.
The missing term is formed by combining the next letter from the first letter pattern and the next letter from the second letter pattern.
Combining these two letters gives the term SJ.
| Term | First Letter | Second Letter | Pattern |
|---|---|---|---|
| PG | P (16th) | G (7th) | - |
| QH | Q (17th) | H (8th) | $+1$ in alphabet for both |
| RI | R (18th) | I (9th) | $+1$ in alphabet for both |
| ? | S (19th) | J (10th) | $+1$ in alphabet for both |
The missing term that continues the pattern is SJ.
| Concept | Explanation | Application Here |
|---|---|---|
| Letter Series | A sequence of letters following a specific pattern. | PG, QH, RI, ? is a letter series. |
| Identifying Pattern | Look for progression, gaps, or transformations in individual letters or groups. | Both first and second letters advance by one position in the alphabet. |
| Alphabetical Progression | Letters moving forward or backward in alphabetical order. | P→Q→R→S and G→H→I→J show $+1$ progression. |
Letter series can follow various patterns. Some common types include:
Analysing the position of letters in the alphabet (A=1, B=2, ..., Z=26) is often helpful in identifying complex patterns.
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