Question

4. Determine the language recognized by the DFA shown below over the alphabet = {0,1}. Figure 3: DFA for Problem 4.

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Answer #1

The language accepted by the above DFA would be:
DFA = {0, 40, ΣF, 5}

Q=TOTAL NUMBER OF STATE IN THE DFA

Q= {90,91,92, 93, 94, 95, 96}

the q0=INITIAL STATE OF DFA

\sum=SET OF ALPHABET(OR SYMBOL) THE MACHINE WILL WORK

Σ= {0, 1}

F=SET OF FINAL STATES

F = {92, 94, 95, 96

CARDINALITY OF FINAL SET WOULD BE :

0< F<Q

\delta=Transition Function mapping

δ: QxΣ +Q

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