SOLVED:Given that binary number strings are read with the most significant bit first and may have leading zeroes, construct DFAs for each of the following languages: a) Binary number strings that represent numbers that are multiples of 4 , e.g., 0 , 100 and 10100. b) Binary number strings that represent numbers that are multiples of 5, e.g., 0, 101, 10100 and 11001. c) Given a number n, what is the minimal number of states needed in a DFA that recognises binary numbers that are multiples of n ?
SOLVED:Given that binary number strings are read with the most sig…
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