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Direction: In each of the following questions, a series is given with one term missing. Choose the correct alternatives from the given ones that will complete the series.
ab_dda_ccd_bb_d_
  • a)
    ccaac
  • b)
    cbaca
  • c)
    cbcba
  • d)
    cbbcd
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
Direction: In each of the following questions, a series is given with...
Abcdd/abccd/abbcd/a
Hence correct answer is option B.
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Direction: In each of the following questions, a series is given with...
Series Completion

Given Series: ab_dda_ccd_bb_d_

To complete the series, we need to identify the pattern followed in the given series and then find the missing term based on that pattern.

Pattern Analysis:
Let's analyze the given series to identify the pattern:

- The series starts with "ab".
- The next term is obtained by repeating the last two letters of the previous term and adding the first letter of the previous term in between. For example, the second term "ab_dda" is obtained from "ab" by repeating "ab" and adding "d" in between.
- The third term is obtained by repeating the last two letters of the second term and adding the first letter of the second term in between. For example, the third term "ccd" is obtained from "ab_dda" by repeating "dda" and adding "c" in between.
- The pattern continues in the same way.

Completing the Series:
Based on the pattern identified, we can now find the missing term in the series:

- The last two letters of the previous term are "d" and "_".
- The first letter of the previous term is "b".
- Therefore, the missing term should be obtained by repeating "d" and adding "b" in between.
- So, the missing term is "dbd".

Answer:
The correct alternative that will complete the series is option 'B' - cbac.
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Direction: In each of the following questions, a series is given with one term missing. Choose the correct alternatives from the given ones that will complete the series.ab_dda_ccd_bb_d_a)ccaacb)cbacac)cbcbad)cbbcdCorrect answer is option 'B'. Can you explain this answer?
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