ccb _ c _ bbc _ b _ cc _ ccbb.

bccbbb

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bcccbb

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aaaaba

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bbbbbb

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Solution

The correct option is A bccbbb
Given the sequence ccb_c_bbc_b_cc_ccbb
By checking the options, we can clearly see that . only option A has a meaningful sequence.
After substituting Option A . the sequence will be $c c b B c C b b c C b B c c B B c c b b$ which is cyclic.The cycle contains elements cc,bb
Hence the correct option is A(bccbbb)

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