TAFL Unit 2 Handwritten Notes AKTU (BCS402)
AKTU · BTECH · Semester 4 · Theory of Automata and Formal Languages · Unit 2 · Handwritten Notes
AKTU Theory of Automata and Formal Languages (BCS402) Unit 2 handwritten notes for B.Tech Semester 4 – Regular Expressions and Languages. Topics: Regular…
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Unit 2: Regular Expressions and Languages – AKTU syllabus topics
- Regular Expressions: Transition Graph, Kleene's Theorem
- Arden's Theorem: FA to Regular Expression Conversion, Algebraic Method Using Arden's Theorem
- Closure Properties of Regular Languages
- Pumping Lemma for Regular Languages: Pigeonhole Principle, Application of Pumping Lemma
- Decidability of Regular Languages: Decision Properties
Most asked AKTU PYQ questions from Unit 2
- Q4a. Using Pumping Lemma, show that the language L = {aⁿbⁿcⁿ | n ≥ 0} is not regular. (7 marks, 2024-25)
- Q2b. Prove using Arden's Theorem the regular expression for the following transition diagram: States: A (start), B (final). Transitions: A --a--> A, A --b--> B, B --a--> B (7 marks, 2024-25)
- Q4b. Discuss closure properties (i.e. union, concatenation, complement, intersection and difference) of regular language. (7 marks, 2023-24)
- Q5b. Explain Closure properties of regular language. (10 marks, 2022-23)
- Q2b. Compute the regular expression using Arden's Theorem for the following DFA. (7 marks, 2023-24)
- Q4a. State Pumping Lemma for Regular Language. Show that the given language L={ap | Where p is a prime} is not regular. (7 marks, 2023-24)
- Q4a. Find the regular expression corresponding to the finite automata given below: (10 marks, 2022-23)
- Q4b. State pumping lemma for regular language. Prove that the language L= {a^p | p is prime} is not regular. (10 marks, 2022-23)
- Q2b. Prove that the Compliment, Homomorphism, Inverse Homomorphism, and Closure of a Regular Language is also Regular. (10 marks, 2021-22)
- Q3b. Explain in detail about the Pumping Lemma and application of Pumping Lemma for Regular Languages. (10 marks, 2021-22)
AKTU paper codes: BCS402, KCS402, RCS403
Other Theory of Automata and Formal Languages units
Theory of Automata and Formal Languages previous year papers
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