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Select the combination of letters that when sequentially placed in the blanks of the given series will complete the series.k _ d q _ c _ m _ q y _ k m _ q _ c

  1. A
    m y k y c d y
  2. B
    m y k d c k y
  3. C
    m y k d c d y
  4. D
    m y k d c d m

Solution & Step-by-step Explanation

Let's count the total number of elements including blanks:There are 18 positions in total. Let's try dividing the series into groups of 6 letters:k _ d q _ c | _ m _ q y _ | k m _ q _ cComparing the first group and the third group:k _ d q _ c vs k m _ q _ cThis suggests:The second letter is m.The third letter is d.The fifth letter is y (from the middle group _ m _ q y _).Let's check the repeating pattern as k m d q y c:Group 1: k m d q y c (Blanks filled: m, y)Group 2: k m d q y c (Blanks filled: k, d, c)Group 3: k m d q y c (Blanks filled: d, y)Let's list the filled letters in sequence:m, y, k, d, c, d, yThis matches Option C: m y k d c d y

Practice this question

Try it yourself before checking the explanation above.

Select the combination of letters that when sequentially placed in the blanks of the given series will complete the series.k _ d q _ c _ m _ q y _ k m _ q _ c
A
m y k y c d y
B
m y k d c k y
C
m y k d c d y
D
m y k d c d m

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