Select the combination of letters that when sequentially placed in the gaps of the given letter series will complete the series.
_U K_D_K Z D_K Z
- ADZUU
- BUZDU
- CDUZZ
- DDZUZ
Solution & Step-by-step Explanation
Let's analyze the pattern by counting the total number of spaces and letters. There are 12 positions in total. Let's try dividing the series into groups of 4:
_ U K _ | D _ K Z | D _ K Z
By observing the second and third groups, they are both D _ K Z. If we fill the second group's gap to match the sequence, let's see if a repeating 4-letter pattern emerges.
Comparing _ U K _ with D _ K Z:
1st letter is D
2nd letter is U
3rd letter is K
4th letter is Z
This gives a repeating unit of D U K Z.
Let's fill the pattern:
1st group: D U K Z
2nd group: D U K Z
3rd group: D U K Z
The inserted letters in sequence are: D, Z, U, U.
_ U K _ | D _ K Z | D _ K Z
By observing the second and third groups, they are both D _ K Z. If we fill the second group's gap to match the sequence, let's see if a repeating 4-letter pattern emerges.
Comparing _ U K _ with D _ K Z:
1st letter is D
2nd letter is U
3rd letter is K
4th letter is Z
This gives a repeating unit of D U K Z.
Let's fill the pattern:
1st group: D U K Z
2nd group: D U K Z
3rd group: D U K Z
The inserted letters in sequence are: D, Z, U, U.