HiCould you kindly assist with the following question,Topic : Theoretical Computer Sciences and Computer EngineeringQuestion 4A) and B) Kleene's theorem can be used to turn a transition graph (TG) into a regular expression. Which one of the following regular expressions would generate alanguage that would be equivalent to the language described by the following TG?Highlight911. b*a(aa + ab)*a2. b*a[a + (a + b)]a3. b*aa + ab4. b*(aa+ba)*aa90/11. 01112. 001113. 101114. 11101aa9₁/0abGiven the Moore machine below, which one of the following represents the output that would be printed if the machine were fed the input string abba?Highlight9₁/19294baba, ba, b9₂/1+93a, b Consider the following FA with the regular expression r:O 1.O 2.O 3.-W14.bW2laBy applying Kleene's theorem, an FA must be built for the regular expression r*. In the process a transitiontable is compiled. We compile a suitable transition table by using the algorithm provided in Cohen page 129.New state+Z₁ = W₁Z₂ = W₁Z3 = W2+Z4 = W₁ Or W3+Z5 =W₁ or W2 or W3New stateZ₁ = W1bZ2 = W₂+Z3 = W₁ Or W3+Z4 =W₁ or W₂ or W3New state+Z₁ = W₁Z2 = W2+Z3 = W₁ Or W3+Z4 =W₁ or W2 or W3New stateZ₁ = W1Z₂ = W₂+Z3 = W3Z2Z₂Read an aZ₂+Z4+Z4Z₁Read an aZ₁+Z3+Z3+21Read an a+Z₁+Z3+Z3a, bRead an a+W3Z₁Z₁+Z3Read an bZ3Z3+Z4+Z5+Z5Read an bZ2+Z3+Z4+Z4Read an bZ₂+Z3+Z4+Z4Read an bZ2+Z3+Z3

A regular expression, often abbreviated as "regex," is a powerful and concise pattern-matching…

Kleene's theorem can be used to turn a transition graph (TG) into a regular expression. Which one of the following regular expressions would generate a language that would be equivalent to the language described by the following TG? Highlight 91 a 92 a a, b a, b 93

Kleene's theorem can be used to turn a transition graph (TG) into a regular expression. Which one of the following regular expressions would generate a language that would be equivalent to the language described by the following TG? Highlight 91 a 92 a a, b a, b 93

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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