1. Design a DFA over the alphabet E= {0, 1} that will recognize the language L(A)...

   

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1. Design a DFA over the alphabet E= {0, 1} that will recognize the language L(A) = {ww has both an even number of 0's and and even number of 1's } 2. For cach casc below, design a DFA A over the alphabet E = {0,1} that will recognize the language L(A): (a) L(A) = {w/w ends in 00} (b) L(A) = {w|w contains the substring 000} (c) L(A) = {w\w contains the substring 011} 3. Design a DFA A over the alphabet E = {0, 1} that will recognize the language L(A) = {w|w cither begins or ends (or both) with 01} ababaca over the alphabet E = 4. Design a DFA that will recognize the pattern string P = {a, b, c}. In other words, specify a deterministic finite automaton A = {Q,E, 6, qo, F} that will recognize the language L(A) = {w/w contains the substring ababaca} 1. Design a DFA over the alphabet E= {0, 1} that will recognize the language L(A) = {ww has both an even number of 0's and and even number of 1's } 2. For cach casc below, design a DFA A over the alphabet E = {0,1} that will recognize the language L(A): (a) L(A) = {w/w ends in 00} (b) L(A) = {w|w contains the substring 000} (c) L(A) = {w\w contains the substring 011} 3. Design a DFA A over the alphabet E = {0, 1} that will recognize the language L(A) = {w|w cither begins or ends (or both) with 01} ababaca over the alphabet E = 4. Design a DFA that will recognize the pattern string P = {a, b, c}. In other words, specify a deterministic finite automaton A = {Q,E, 6, qo, F} that will recognize the language L(A) = {w/w contains the substring ababaca}

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1An alphabet 01 that recognize the language LAww has both an even number of 0s and even numbers of 1s The DFA will consider four different states for ... View the full answer