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Let X be a set of strings over the alphabet {0, 1}, such that for any w X , |w| o = 2k , and
Let X be a set of strings over the alphabet {0, 1}, such that for any w X, |w|o = 2k, and |w|1 = 2k + 1, for some k Z+, and 01 is not a substring of w.
a. Give a dfa M with five (5) states such that L(M) = X
b. Give the regular expression generating elements of X.
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