(1) State the pumping lemma with all its conditions and indicate how you go about proving that a language is not regular. (II) If the languages are regular, give an automaton. Otherwise, show it is not regular by using pumping lemma. L= {b²anbma³ | m, n ≥ 0}. L= {b²anbma³ | m = n}. L = = {ww | w is any string over {a.b}} L = {a³b4} L = {anbn+1} L= {ambamn | m,n≥ 0 }

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