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Let an NFA be defined as (Q, 2, 8,90, F) where Q = {90, 91, 92, 93} . S = {a,b} qo is the start
Let an NFA be defined as (Q, 2, 8,90, F) where Q = {90, 91, 92, 93} . S = {a,b} qo is the start state . F = {91,93} a b E 40 {90, 92} {9} 0 8 is given by 91 0 {93} {2} 42 {92} {qo} 0 93 {9} {9} 1. Draw a diagram of this NFA. 2. Construct a DFA equivalent to this NFA following the algorithm we saw in class
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