Observe that each termβs letters move one step forward from the previous term: ACE (1,3,5), BDF (2,4,6), CEG (3,5,7) and DFH (4,6,8). The next set of positions should be (5,7,9), which correspond to E, G and I. Thus EGI is the only group that continues the pattern of simultaneously advancing all three positions by one.
Option A:
Option A, EFI, uses E and F correctly as increasing letters but breaks the pattern at the middle position. The second letter should move from 6 to 7, which is G, not F. Since the triple shift must occur uniformly across all letters, EFI does not fully align with the rule.
Option B:
Option B is correct because its letters E, G and I map exactly to positions 5, 7 and 9, matching the expected progression. It continues the uniform +1 shift from DFH in every letter. This consistency across all three positions makes EGI the precise continuation of the series.
Option C:
Option C, EHI, places H instead of G in the middle, jumping two positions forward from F instead of one. This disrupts the uniform one-step movement in the second letter. As the pattern requires equal increments, EHI cannot be accepted as the next term.
Option D:
Option D, FGJ, alters all three letters differently and no longer represents a simple one-step shift from DFH. It especially distorts the first letter, which should move from D to E, not to F. Because it does not respect the common transformation applied to every letter, FGJ fails the pattern test.
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