Problem 2. Let M = (Q, 2, 8, 90, F) be a DFA and consider the DFA M' = (Q, 2, 8, 90, Q \F). Is it always true that L(M') = L(M) = * \ L(M)? What if one took a NFA N = (0,2, 8,90,F) and built a NFA N' = (0, 2, 8,90, Q \F)? Would it always be true that L(N') = L(N)? Prove that your answers are correct. Problem 2. Let M = (Q, 2, 8, 90, F) be a DFA and consider the DFA M' = (Q, 2, 8, 90, Q \F). Is it always true that L(M') = L(M) = * \ L(M)? What if one took a NFA N = (0,2, 8,90,F) and built a NFA N' = (0, 2, 8,90, Q \F)? Would it always be true that L(N') = L(N)? Prove that your answers are correct