‘NQRP’ is related to ‘RUVT’ in a certain way based on the English alphabetical order. In the same way, ‘DGLF’ is related to ‘HKPJ’. To which of the following is ‘KCUM’ related, following the same logic?
- (a)PHYR
- (b)PGZR
- (c)OHZQ
- (d)OGYQ
Answer
Why
Correct — D. Rule: every letter moves +4 in the alphabet.
NQRP → RUVT: N+4 = R, Q+4 = U, R+4 = V, P+4 = T
DGLF → HKPJ: D+4 = H, G+4 = K, L+4 = P, F+4 = J
Apply the same +4 to KCUM:
K(11)+4 = O, C(3)+4 = G, U(21)+4 = Y, M(13)+4 = Q
That gives OGYQ, option (d).
Why the others are wrong
- (a)PHYR — PHYR shifts K, C and M by +5 while shifting U by +4, so it is neither a clean +4 nor a clean +5.
- (b)PGZR — PGZR mixes its shifts — K+5, C+4, U+5, M+5 — but the rule applies one shift to every letter.
- (c)OHZQ — OHZQ opens correctly with K+4 = O, then slips to C+5 = H and U+5 = Z. All four letters must move together.
Concept
Analogies over letter groups are almost always positional: turn each letter into its alphabet number and look at the difference.
Two worked analogies are given so the shift can be confirmed on eight letters before you spend it on the ninth. Both give +4 every time.
After that the work is mechanical: K(11) to O(15), C(3) to G(7), U(21) to Y(25), M(13) to Q(17).
Every option here is built from a +4 or +5 shift, so the item is really testing whether you count the gap correctly rather than whether you spot the idea.
Key facts
- A +4 shift takes U(21) to Y(25) without wrapping past Z.
- Alphabet anchors worth memorising: E5, J10, O15, T20, Y25.
- Both worked pairs shift every letter by the same amount, which is what makes the rule a single +4.
Study next
Common traps
- Counting the starting letter as the first step, which turns every +4 into a +5.
- Applying the shift to some letters of the group and copying the rest.
- Losing the count near the end of the alphabet, where U + 4 must land on Y and not Z.
The stem gives two solved analogies before asking for the third, so the +4 is confirmed on both of them before you use it. Reasoning Q.10 and Q.12 of this shift work the same alphabet-position machinery, one as a series and one as a code.
Related PYQs
No directly related past PYQ was found.