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JGLI is related to NKPM in a certain way based on the English alphabetical order. In the same way, PMRO is related to TQVS. To which of the following options is MJOL related, following the same logic?
QNPS
NQPS
QNSP
NQSP
QNSP
Map the numerical position of each letter (A=1, B=2...Z=26). Observe the pattern: J(10)+4=N(14), G(7)+4=K(11), L(12)+1=M(13), I(9)+4=M(13). Wait, let's re-verify: J+4=N, G+4=K, L+1=M, I+4=M? No, that is not consistent. Let's try: J(10) тЖТ N(14) [+4], G(7) тЖТ K(11) [+4], L(12) тЖТ P(16) [+4], I(9) тЖТ M(13) [+4]. This is a constant +4 shift! Apply this to MJOL.
Map the numerical position of each letter (A=1, B=2...Z=26). Observe the pattern: J(10)+4=N(14), G(7)+4=K(11), L(12)+1=M(13), I(9)+4=M(13). Wait, let's re-verify: J+4=N, G+4=K, L+1=M, I+4=M? No, that is not consistent. Let's try: J(10) тЖТ N(14) [+4], G(7) тЖТ K(11) [+4], L(12) тЖТ P(16) [+4], I(9) тЖТ M(13) [+4]. This is a constant +4 shift! Apply this to MJOL.
Analyze the pattern
Compare JGLI to NKPM: J(10)+4=N(14), G(7)+4=K(11), L(12)+4=P(16), I(9)+4=M(13). The rule is adding 4 to the alphabetical position of each letter.
Apply to Target
Apply the +4 rule to MJOL: M(13)+4=Q(17), J(10)+4=N(14), O(15)+4=S(19), L(12)+4=P(16). The resulting word is QNSP.
A: QNPS is incorrect as the last two letters are swapped. B: NQPS starts with N. D: NQSP is incorrect.
C is correct because the transformation rule involves adding 4 to the numerical position of every letter in the word, which converts MJOL into QNSP.
Always convert letters to their numerical positions (1-26) first; many complex-looking patterns become simple arithmetic additions or subtractions.
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