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Question

HEVO is related to WTKD in a certain way based on the English alphabetical order. In the same way, PMDW is related to EBSL. To which of the given options is IFWP related, following the same logic?

This question was previously asked in
RRB ALP 2025 CBT 2 Wiremen Question Paper (28-Jul-2026) (Shift 2)
The correct answer is
XULE

Alphabetical Order Reasoning

The question asks us to identify the relationship between letter pairs based on their alphabetical positions and apply it to a new pair.

Decoding the Pattern: HEVO to WTKD

Let's assign numerical positions to the letters (A=1, B=2, ..., Z=26) and find the pattern:

  • H is the 8th letter. W is the 23rd letter. The difference is \(23 - 8 = 15\).
  • E is the 5th letter. T is the 20th letter. The difference is \(20 - 5 = 15\).
  • V is the 22nd letter. K is the 11th letter. The difference is \(11 - 22 = -11\). This is equivalent to adding 15 when wrapping around the alphabet (\(22 + 15 = 37\); \(37 - 26 = 11\)).
  • O is the 15th letter. D is the 4th letter. The difference is \(4 - 15 = -11\). This is equivalent to adding 15 when wrapping around (\(15 + 15 = 30\); \(30 - 26 = 4\)).

The consistent pattern is adding 15 to the alphabetical position of each letter.

Verifying the Pattern: PMDW to EBSL

We apply the '+15' logic to the second pair:

  • P (16) + 15 = 31. \(31 \pmod{26} = 5\), which corresponds to E.
  • M (13) + 15 = 28. \(28 \pmod{26} = 2\), which corresponds to B.
  • D (4) + 15 = 19, which corresponds to S.
  • W (23) + 15 = 38. \(38 \pmod{26} = 12\), which corresponds to L.

The pattern holds true for PMDW to EBSL.

Applying the Pattern to IFWP

Now, we apply the '+15' rule to IFWP:

  • I (9) + 15 = 24. The 24th letter is X.
  • F (6) + 15 = 21. The 21st letter is U.
  • W (23) + 15 = 38. \(38 \pmod{26} = 12\). The 12th letter is L.
  • P (16) + 15 = 31. \(31 \pmod{26} = 5\). The 5th letter is E.

Following this logic, IFWP relates to XULE.

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