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If L is a regular language over ∑ = {a, b}, which one of the following languages is NOT regular?(A) L⋅ LR {xy ⏐ x ∈ L, yR∈ L}(B) Suffix (L) = {y ∈ ∑* ⏐ ∃x ∈ ∑* such that xy ∈ L}(C) Prefix (L) = {x ∈ ∑* ⏐ ∃y ∈ ∑* such that xy ∈ L}(D) {wwR ⏐ w ∈ L}

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