For a given n 0, let TM be the Turing machine over the alphabet {0,...

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For a given n ≥ 0, let TM be the Turing machine over the alphabet {0, 1} and states go,..., 9n+2 with the instructions (an, 0) (qn+1, 1, L) (n+1, 1)(n+1, 1, L) (an+1.0) (qn+2, 0, R), Assume that go is the initial state and that qn+2 is the final state. What will the output be if we start with a blank tape? (This means that the initial instantaneous description is 900.) For a given n ≥ 0, let TM be the Turing machine over the alphabet {0, 1} and states go,..., 9n+2 with the instructions (an, 0) (qn+1, 1, L) (n+1, 1)(n+1, 1, L) (an+1.0) (qn+2, 0, R), Assume that go is the initial state and that qn+2 is the final state. What will the output be if we start with a blank tape? (This means that the initial instantaneous description is 900.)

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The output of this Turing machine will be a string of 1s This is because the instructions for t... View the full answer