Convert the NFA defined by δ(q0, a) = {q0, q1}. δ(q1, b) = {q1, q2} δ(q2, a) = {q2} δ(q0, λ) = {q1, q2} with initial state q0 and final state q2 into an equivalent DFA. Assume the input alphabets are {a, b}.
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Akash M.
Convert the following NFA to an equivalent DFA. Use the textbook conversion and class lecture technique. Show and explain/justify your answer and all the steps used to derive it. Σ={a,b}. 1. M={q0,q1,q2},{a,b},δ,q0,{q2} 2. δ(q0,a) = {q1} 3. δ(q0,b) = ∅ 4. δ(q1,a) = {q2} 5. δ(q1,b) = ∅ 6. δ(q2,a) = {q2} 7. δ(q2,b) = {q2}
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