a. Let B = {1 k y| y {0, 1} * and y contains at least
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a. Let B = {1ky| y ∈ {0, 1}* and y contains at least k 1s, for k ≥ 1}.
Show that B is a regular language.
b. Let C = {1ky| y ∈ {0, 1}* and y contains at most k 1s, for k ≥ 1}.
Show that C isn’t a regular language.
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a To show that B is a regular language we can construct a finite automaton FA that recognizes it A s...View the full answer
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