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1.Draw a DFA for the language accepting strings starting and ending with different characters over input alphabets = {0, 132 2.Design a DFA L(M)=
1.Draw a DFA for the language accepting strings starting and ending with different characters over input alphabets = {0, 132 2.Design a DFA L(M)= {w we {0, 1}*} and W is a string that does not contain consecutive 1's. 3. "Every DFA is a NFA but not vice versa" Explain this statement. Convert the following Non-Deterministic Finite Automata (NFA) to Deterministic Finite Automata (DFA):- 0 90 1 (92) 0,1 91 2+5 0,1
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Introduction to the theory of computation
Authors: Michael Sipser
3rd edition
1133187790, 113318779X, 9781285401065 , 978-0470530658
