Construct a NFSA (non deterministic finite state automata) with at least one -moves to accept each of
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Question:
Construct a NFSA (non deterministic finite state automata) with at least one ε-moves to accept each of the following languages.
(a) {w ϵ {0,1}* | w corresponds to the binary encoding of a positive integer that is divisible by 16 or is odd}.
(b) {a n ba m | m, n ≥ 0 and n%3 = m%3} For instance, b, aba, aabaa, aaab, abaaaa, aaaaabaa are in the language, but abaa is not.
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