Assignmtent 1(b) + Practice Questions- Regular Languages.docx

Assignmtent 1(b) + Practice Questions- Regular Languages.docx

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National University of Computer and Emerging Sciences, Lahore Campus Course: Theory of Automate Course Code: Program : BS(Computer Science) Semester : Fall 2017 Topic: Regular Languages Total Marks: Due Date: Weight % Section: A, B, C Page(s): Exam: Assignenmt1 and Practice Questions Reg. No Instruction/ Notes: Theory of Automata (I) Fall – 2017 Assignment # 1(b) + Practice Questions INSTRUCTIONS: All the questions in red font are to be submitted as hand written assignment. All the questions in black color font are for practice Problem1: Convert the following NFA to DFA Problem 2: Prove the following using induction Prove using mathematical induction that for every integer n ≥ 4, n! > 2n Suppose M = (Q, Σ , q0, A, δ) is an FA, q is an element of Q, and δ(q, a ) = q for every a Σ . Show using structural induction that for every x Σ than δ (q, x) = q. Suppose M = (Q, Σ , q0, A, δ) is an FA, Show that if for some state q and some string x Σ , δ (q, x) = q. then for every n>=0 δ (q, x n ) = q.
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