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This question tests your understanding of the equivalence between DFAs and NFAs. Consider NFA M = ({q_1, q_2), {0. 1), delta, q_1, {q_1}) for delta

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This question tests your understanding of the equivalence between DFAs and NFAs. Consider NFA M = ({q_1, q_2), {0. 1), delta, q_1, {q_1}) for delta defined as: Draw both the state diagrams for M and for a DFA M' equivalent to M based on the construction of Theorem 1.39 in the text (recall the latter proves that DFAs and NFAs are equivalent)

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