Let L={w: w is any string in {0, 1} that does NOT contain the substring 01}...
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Let L₁={w: w is any string in {0, 1} that does NOT contain the substring 01} a) Write the grammar for L₁ (3) b) Construct the machine M₁ for L₁ using the 'complement' closure property by constructing the DFA for L={w: w is any string in {0, 1} that contains the substring 01) and then taking the complement of this machine. (all detailed steps to be shown including conversion of regular expression to NFA, NFA to DFA, and the complement step). (5) c) Trace the string 1001 through the DFA M₁ constructed in step (b). (2) Let L₁={w: w is any string in {0, 1} that does NOT contain the substring 01} a) Write the grammar for L₁ (3) b) Construct the machine M₁ for L₁ using the 'complement' closure property by constructing the DFA for L={w: w is any string in {0, 1} that contains the substring 01) and then taking the complement of this machine. (all detailed steps to be shown including conversion of regular expression to NFA, NFA to DFA, and the complement step). (5) c) Trace the string 1001 through the DFA M₁ constructed in step (b). (2)
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The image contains a question about formal languages and automata theory The question requires you to work with the language L1 which consists of stri... View the full answer
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