Question 1: Construct a Turing Machine that accepts the complement of the language matching the regular expression aaaa'b". For e.g., L = (a, aa, b, ab, aab, aaaba, aaaabba, aaabababb, .) Solution hint: Construct the Finite Automata that accepts the language matching aaaa'b" comprising aaab, aaaab, aaaabb, aaaaabb, ..). Add a dump state. strings such as (aaa, aaaa, aaaaa, aaaaaa, ., .., .... Make all non-accept states (including dump state) as accept states.

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