D4W, G5T, K9P, ?, S23H, V37E
To solve the given series, D4W, G5T, K9P, ?, S23H, V37E, we need to identify the pattern governing the series. The series consists of terms made up of a letter, a number, and another letter. Let's analyze each component separately:
Observe the first letters in each term:
The sequence of these letters is increasing as follows: D (4) → G (7) → K (11).
Notice a pattern in the difference: 7 - 4 = 3, and 11 - 7 = 4.
Assuming this increasing pattern continues, the next difference should be 5.
Therefore, K (11) + 5 = 16th letter, which is O.
Observe the numbers in each term:
The pattern here seems to involve adding consecutive prime numbers: 4 + 1 = 5, and then 5 + 4 = 9, followed by 9 + 4 = 13.
Hence, the corresponding number for the missing term should be 13.
Observe the second letters in each term:
The sequence follows: W → T → P, which translates alphabetically to: 23 (W) → 20 (T) → 16 (P).
The difference pattern here is decrementing by 3, i.e., W (23) - 3 = T (20), and T (20) - 4 = P (16).
So, the following decrement should be 1: P (16) - 1 = L (12).
From the above breakdown, the missing term is O13L.
| Term Position | Complete Term |
|---|---|
| 1st | D4W |
| 2nd | G5T |
| 3rd | K9P |
| 4th (Missing) | O14L |
| 5th | S23H |
| 6th | V37E |
Thus, the correct option to replace the question mark in the series is O14L.
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