Question: To prove that the complement of a Turing-decidable language is also Turing-decidable, you are asked: Given a decider M, give a high-level TM description of

To prove that the complement of a Turing-decidable language is also Turing-decidable, you are asked: Given a decider M, give a high-level TM description of a TM M that decides the complement of L(M).

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