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(C) To solve the series $a...abbb...cccd....ddccc....bb...ba$,we observe the pattern of the sequence.By breaking the series into segments,we can ident

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$abdeb$

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(C) To solve the series $a...abbb...cccd....ddccc....bb...ba$,we observe the pattern of the sequence.By breaking the series into segments,we can identify the repeating structure.The series is: $a (b) (e) a b b b (d) c c c d (e) d d c c c (b) b (b) a$.Looking at the pattern: $a, b, e, d, e, b, a$.By filling the blanks with $a, b, e, d, e, b$,the sequence becomes $a b e d a b b b d c c c d e d d c c c b b b a$.This follows a symmetric pattern where letters increase and then decrease.Therefore,the correct sequence of letters to fill the blanks is $a, b, e, d, e, b$.

Choose the correct alternative to complete the series: $a...abbb...cccd....ddccc....bb...ba$

Similar Questions

These questions are based on the following arrangement. Study it carefully and answer the questions.

$8 ,H ,\% ,3,7 ,T,A ,4 ,\# ,6 ,B,I ,@ ,R ,1 ,Q ,\star, L,E ,2 ,K ,\$ ,U ,5,9$

If all the symbols are dropped from the above arrangement, which element will be ninth from the left end ?

These questions are based on the following set of numbers.
$738, 495, 329, 653, 849$
If in each number the positions of the first and the second digits are interchanged,which number will be the smallest?

Find out the wrong term from the given series.
$52, 51, 48, 43, 34, 27, 16$

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Choose the correct alternative to complete the series: $a...abbb...cccd....ddccc....bb...ba$

Similar Questions

These questions are based on the following arrangement. Study it carefully and answer the questions. $8 ,H ,\% ,3,7 ,T,A ,4 ,\# ,6 ,B,I ,@ ,R ,1 ,Q ,\star, L,E ,2 ,K ,\$ ,U ,5,9$ If all the symbols are dropped from the above arrangement, which element will be ninth from the left end ?

These questions are based on the following set of numbers.$738, 495, 329, 653, 849$If in each number the positions of the first and the second digits are interchanged,which number will be the smallest?

Find out the wrong term from the given series.$52, 51, 48, 43, 34, 27, 16$

Fill in the blank space for the given series with the correct alternative.$11, 10, (...), 100, 1001, 1000, 10001$

One term in the number series is wrong. Find it out.$1, 2, 5, 11, 10, 17, 28$