Question: QUESTION 1. For any binary string x, let #0(x) and #1 (x) denote the number of 0's and the number of 1's in x, respectively.

QUESTION 1. For any binary string x, let #0(x) and #1

QUESTION 1. For any binary string x, let #0(x) and #1 (x) denote the number of 0's and the number of 1's in x, respectively. Design a DFA to accept the following language: L-(x 1 x e {0, 1)", the summation #0(x) + 2, #1 (x) ?s divisible by 3}

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