In the application of the Pumping Lemma for a language, the string w belonging to L is divided into _____ parts.a)6b)3c)5d)2

Let us consider the regular language L = {x | x = a^(15+12k), k ≥ 0}. Which one of the following will be the minimum length for W in Pumping Lemma?Select one:a. 6b. 12c. 9d. 16

State Pumping Lemma for Regular Languges

What is the pumping lemma used for in formal language theory?1 pointTo prove that a language is regularTo prove that a language is not context-freeTo prove that a language is context-sensitiveTo prove that a language is recursively enumerable

(c) L = {w : there are at most two runs of a’s of length three}.

Which of the following is a regular language? ans.String with substring wwr in betweenPalindrome stringString with even number of Zero’sString whose length is a sequence of prime numbers Previous Marked for Review Next