Question: Chapter 14 #20 (iv) ** PLEASE do part iv 20. Let L be the language of all words that have the same number of a's

 Chapter 14 #20 (iv) ** PLEASE do part iv 20. Let

Chapter 14 #20 (iv) ** PLEASE do part iv 20. Let L be the language of all words that have the same number of a's and b's and that, as we read them from left to right, never have more b's than a's. For example, is good but abaabbba is no good because at a certain point we had four b's but only three a's. In Chapter 10, Problem 19, we proved that this language is nonregular when we called it PARENTHESES. All the words in L with six letters are aaabbb aabb aabbab abaabb ababab (i) Write out all the words in L with eight letters (there are 14). (i) Find a PDA that accepts L iii) Prove that L is not regular (iv) Find a CFG that defines L These_strings_should_accept ab aabb abab abaabb abaabbabab abababab aabbaabbaabb These_strings_should_reject ba abba baab baba abaabbba baabbab ababbbab

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