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Answer: (A) m,p,h,q,d,p,m
Explanation
The series contains a total of 20 positions, which can be grouped into four sets of five letters each. By observing the distribution of the letters p, q, m, d, and h, the underlying pattern is identified as a repeating five-letter unit: pqmdh.
Filling the blanks according to this repeating pattern: First group (positions 1-5): p q (m) d h Second group (positions 6-10): (p) q m d (h) Third group (positions 11-15): p (q) m (d) h Fourth group (positions 16-20): (p) q (m) d h
The letters sequentially required to complete each block are m, p, h, q, d, p, and m. When these are placed in the blanks, the series becomes a consistent repetition of the sequence pqmdh.