Question: Construct a deterministic finite automaton M for the alphabet ={0,1} such that L(M) is the set of all strings in * for which #0(x) is

Construct a deterministic finite automaton M for the alphabet ={0,1} such that L(M) is the set of all strings in * for which #0(x) is even and #1(x) is divisible by 3. Present M as a transition diagram.

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