Question: Suppose we have a DFA D = [Q, sigma, delta, q_0, F) and know that D accepts every string. What can we infer about D

Suppose we have a DFA D = [Q, sigma, delta, q_0,

Suppose we have a DFA D = [Q, sigma, delta, q_0, F) and know that D accepts every string. What can we infer about D ? There is at least 1 final state in D that is not q_0 Every reachable state from Qq 'n D is a final state. There is only 1 character in the alphabet. O Every state in D is a final state. There is at least 1 state in D that is not final

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