To find the correct sequence of letters to fill the blanks in the series
D_F_DEE_D_EF_DE_F, we need to identify the pattern in the given series and determine how the missing letters fit into this sequence. The given options are potential candidates to fill these blanks.
Analyzing the pattern, we observe:
- Start with D, an underscore in position 1, an F in position 2:
D_F_ - Next segment:
DEE_ - Next follows another underscore:
D_E_ - Repeated
EF: EF_ - Finally, ending with
DE_F
Let's fill in the blanks with the choice
EFFDFE:
1. Insert 'E':
DEF_DEE_D_EF_DE_2. Insert 'F':
DEF_DEE_D_EF_DE_F3. Insert 'F':
DEF_DEEF_D_EF_DE_F4. Insert 'D':
DEF_DEEF_D_EF_DEDF5. Insert 'F':
DEF_DEEF_DF_EF_DEDF6. Insert 'E':
DEF_DEEF_DEF_EF_DEDFEThe completed sequence is
DEFDEEFDEFDEDFE which matches a consistent pattern. Therefore, the correct alternative is
EFFDFE.