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Question

(B) The given series is $cccbb...aa...cc...bbbaa...c$. To find the pattern,let us divide the series into groups of $3$: $ccc / bbb / aaa / ccc / bbb /

Vedclass · Accepted Answer

$baca$

Vedclass · Answer

(B) The given series is $cccbb...aa...cc...bbbaa...c$. To find the pattern,let us divide the series into groups of $3$: $ccc / bbb / aaa / ccc / bbb / aaa / c$. By comparing this with the original series $cccbb...aa...cc...bbbaa...c$,we can fill in the blanks: $ccc$ $b$ $b$ $b$ $a$ $a$ $a$ $c$ $c$ $c$ $b$ $b$ $b$ $a$ $a$ $a$ $c$. The missing letters are $b, a, c, a$. Therefore,the correct option is $B$.

Choose the correct alternative to complete the series: $cccbb...aa...cc...bbbaa...c$

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