Question: 1. Consider machine M-(Q, ?, ?, ?, q1, qaccept qreject), where Q-{q1, q2, qaccept, qreject}, ?-{0,1}, ?-{0,1 U}, and transition function ? is as folloWS:

1. Consider machine M-(Q, ?, ?, ?, q1, qaccept qreject), where

1. Consider machine M-(Q, ?, ?, ?, q1, qaccept qreject), where Q-{q1, q2, qaccept, qreject}, ?-{0,1}, ?-{0,1 U}, and transition function ? is as folloWS: 6 (q1, U)-(a R) accept, O, (qi, 0)-(q2, U, R) ? (q1, 1) = (q2, U, R) Prove that M is NOT a decider. Describe in mathematical terms the language L that M recognises, and verify l. your answer, ie prove that L - L(M) Is L Turing-decidable? 30%

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