Exercise 2. [15 points). The Pumping Lemma states that =p EN such that Vw EL with |w| > p, w can be split into xyz such
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Exercise 2. [15 points). The Pumping Lemma states that =p EN such that Vw EL with |w| > p, w can be split into xyz such that the 3 properties discussed in class are satisfied. For the automata in Exercise 1: Part(a) [3 points). What is p? Part(b) [6 points). Provide a w that ends in b and satisfies the constraints of the lemma. Explicitly state how w would be partitioned into xyz. Part(e) [6 points). Provide a w that ends in a and satisfies the constraints of the lemma. Explicitly state how w would be partitioned into xyz.
THIS QUESTION AS PREVIOUS ANSWERS WERE COPIED AND PASTED AND WERE
INCORRECT. PLEASE ANSWER THE QUESTION CORRECTLY AND IF YOU CAN NOT,
THEN LET SOMEONE ELSE ANSWER IT. IF THE ANSWER IS NOT ORIGINAL
(MEANING IT WAS COPIED AND PASTED), I WILL DOWNVOTE YOUR
ANSWER.
Exercise 2. [15 points). The Pumping Lemma states that =p EN such that Vw EL with |w| > p, w can be split into xyz such that the 3 properties discussed in class are satisfied. For the automata in Exercise 1: Part(a) [3 points). What is p? Part(b) [6 points). Provide a w that ends in b and satisfies the constraints of the lemma. Explicitly state how w would be partitioned into xyz. Part(e) [6 points). Provide a w that ends in a and satisfies the constraints of the lemma. Explicitly state how w would be partitioned into xyz.