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The table is what i have to fill out but i have no idea how to use the individual codes and parity property to design a binary finite state to fill it out.

Your task is to design a binary finite state automaton (FSA) to accept all strings that represent valid messages (for your pa
Your individual codes and parity property are: PARITY 00000 0100 101 Odd 0
STATE 0 TRANSITION 1 TRANSITION ACCEPTING
Your task is to design a binary finite state automaton (FSA) to accept all strings that represent valid messages (for your particular codes and parity property) and reject all others. This FSA must be DETERMINISTIC, REDUCED and must be in STANDARD FORM
Your individual codes and parity property are: PARITY 00000 0100 101 Odd 0
STATE 0 TRANSITION 1 TRANSITION ACCEPTING
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0 Accepting gh Fina( Qstate State-1 10 *Accơ ding to the the Fin s stale Automaton should accept all .trC *You Con il the ta| ACCEPTING 1 TRANSITION STATE 10 TRANSITION 2-Unde-estraling the Table:- State Column od used to a th State numben on occu tA ccepine check box A checked hen Thot mean afsing OOOOO / inf ng state- the sting is atleptd

Transition \810m stele. o to 1 As you can enel onn ie to stale-1% ie . Accepting 840k , so the 太e

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