_f_hk_gh_fg_k
Identifying the Pattern Sequence
The question asks to fill the blanks in the sequence: $_f_hk_gh_fg_k$. This sequence contains 5 blank positions indicated by underscores.
Determining the Filling Sequence
The correct option provided is A, which gives the sequence $g, f, k, h$. This sequence consists of 4 letters.
Because the pattern has 5 blanks and the provided sequence has only 4 letters, we infer that the sequence must be applied cyclically to fill all the blanks.
Filling the Blanks Step-by-Step
The structure of the pattern is: $[Blank 1] f [Blank 2] hk [Blank 3] gh [Blank 4] fg [Blank 5] k$.
We apply the sequence $g, f, k, h$ cyclically:
- Blank 1: Filled with the 1st letter of the sequence, $g$. The pattern starts: $g$f...
- Blank 2: Filled with the 2nd letter, $f$. The pattern progresses: ...$f$hk...
- Blank 3: Filled with the 3rd letter, $k$. The pattern continues: ...$k$gh...
- Blank 4: Filled with the 4th letter, $h$. The pattern moves on: ...$h$fg...
- Blank 5: The sequence is now exhausted. We cycle back to the 1st letter, $g$, to fill the final blank. The pattern ends: ...$g$k
Final Sequence
Combining the filled blanks with the fixed parts yields the complete sequence: $g f f hk k gh h fg g k$.
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