for, the nfa defined by the transactions For the nfa defined by the transitions

$\frac{?}{\text{b}\text{a}\text{r}}()(q0,a)=\{q1\}\frac{,}{b}ar(o)(q1,a)=\{q1\},\frac{?}{b}$

$ar()(q1,b)=\{q2\}\frac{,}{b}ar()(q2,)=\{q0\},$

with $q0$ both initial and final state:

Find a string of length $3$ from $q0$ to $q2.$

aba

aab

baa

abb

QUESTION $6$

For the nfa defined by the transitions

$(q0,a)=\{q1\},(q1,a)=\{q1\},$

$(q1,b)=\{q2\}\frac{,}{b}ar()(q2,)=\{q0\},$

with $90$ both initial and final state:

Compute $q0,$ aabaaa$)$

qo

$\frac{90}{92}$

q$2$

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