Question: For each language, either prove the language is regular (by creating an implementation with your choice of a DFA, NFA, RegEx, Regular Grammar, or using

For each language, either prove the language is regular (by creating an implementation with your choice of a DFA, NFA, RegEx, Regular Grammar, or using closure properties), or prove that it is not regular (by either using the pumping lemma or closure properties).

For each language, either prove the language is regular (by creating animplementation with your choice of a DFA, NFA, RegEx, Regular Grammar, or

(a) {ain | n > 1} U{abn+2 | n > 1} (c) {uxvx | U, V, x {a,b}+} where {a,b}+ = {a,b}{a,b}* (d) {W E {a,b}*} : the number of occurrences of the substring ab equals the number of occur- rences of the substring ba (e) {a'bi [i, j > 0, i + j = 5}

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