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(a) Find an nfa with three states that accepts the language: L = { a^n : n >= 1 } U { b^m a^k :
(a) Find an nfa with three states that accepts the language:
L = { a^n : n >= 1 } U { b^m a^k : m >= 0 , k >= 0 }
(b)
Do you think the language in part (a) can be accepted by an nfa with fewer than three states?
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