Correct option is A
The correct answer is (a) acac
Given Series:
cc___ ccbc___ accbcc__ c __ b
Existing Segments:
First segment: cc
Second segment: ccbc
Third segment: accbcc
Fourth segment: c __ b
Pattern Analysis:
In the first segment, there is a simple cc.
The second segment adds bc to cc.
The third segment introduces a before cc and continues with bcc.
The missing letters in the fourth segment must continue the evolving pattern, with the sequence incorporating acac to align with the progression.
Completing the Series:
By inserting acac into the blanks, the series becomes: cc | ccbc | accbcc | cacacb
Consistency Check:
The addition of acac continues the pattern by adding a balanced structure of alternating letters that fits the evolving complexity of the series.
So, the series is ccaccbccaccbccaccb.