True

True or False: If $N$ is an NFA and $D$ is a DFA, then $L(N)=L(D).$

True

Fal

The construction in lectures for converting. a DFA to a regexp convertes a DFA with $n$ states into a regular expression with how many symbols? $($Pick the most precise bound$).$

$O(1)$

$O(n)$

$O(n^4)$

$O(4^n)$se or False: If $N$ is an NFA and $D$ is a DFA; then $L(N)=L(D).$

True

False