Question : Directions: In the following question, a series is given with one term missing. Choose the correct alternative from the given ones that will complete the series. KKMLLNMMONNPOOQP??
Option 1: PQ
Option 2: ST
Option 3: QV
Option 4: PR
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Correct Answer: PR
Solution : Given: KKMLLNMMONNPOOQP??
Here, every alternate letter is being repeated in sequential order – KK M LL N MM O NN P OO Q P P ? K + 1 = L; L + 1 = M; M + 1 = N; N + 1 = O; O + 1 = P Next, every letter after the repetitive letter is increased by 1 – KK M LL N MM O NN P OO Q PP R M + 1 = N; N + 1 = O; O + 1 = P; P + 1 = Q; Q + 1 = R
Therefore, the series becomes → KKMLLNMMONNPOOQPPR. Hence, the fourth option is correct.
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