Question: Consider a DFA M = (Q, E, o, go, F) with States Q Alphabet ={0, 1}, Construct a state transition table (or you can draw

Consider a DFA M = (Q, E, o, go, F) with

Consider a DFA M = (Q, E, o, go, F) with States Q Alphabet ={0, 1}, Construct a state transition table (or you can draw a state transition diagram) that recognizes regular expressions that are binary strings and multiples of 2, for example, the strings 0, 10, 100, 100, 1000, ... fits the requirements

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