GATE CS 2014 Set 2 Q35: Understanding Turing Machine Encodings and Language Acceptance

Explore how Turing machines are encoded as binary strings and analyze the language of machines that accept specific strings. Boost your understanding of formal languages and automata theory for GATE CS preparation! πŸ€–

GATE CS 2014 Set 2 Q35: Understanding Turing Machine Encodings and Language Acceptance
Monalisa CS
1.4K views β€’ Jan 20, 2021
GATE CS 2014 Set 2 Q35: Understanding Turing Machine Encodings and Language Acceptance

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GATE CS 2014,Set-2,Q35: Let (M) be the encoding of a Turing machine as a string overΒ βˆ‘= {0, 1}.Β  Let L = { (M) |M is a Turing machine that accepts a string of length 2014 }. Then, L is
(A) decidable and recursively enumerable
(B) undecidable but recursively enumerable
(C) undecidable and not recursively enumerable
(D) decidable but not recursively enumerable
Ans: (B) undecidable but recursively enumerable
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Theory Of Computation Lecture https://www.youtube.com/watch?v=vDJjYGui3Ho&list=PL767-rEuXhcPQWMuHXOCZzj5PqF9YBVZt
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TOC GATE Previous Questions Solved by Monalisa https://www.youtube.com/watch?v=K5wIww1OnCY&list=PL767-rEuXhcN7sn9TCRxhmvDpG7RLT3UK
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Data Structure Lecture: https://www.youtube.com/watch?v=mYDsGejk3zg&list=PL767-rEuXhcMiMbX4IU_oqWshY6z8Rc7j
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Data Structure Previous 10 year Questions: https://www.youtube.com/watch?v=mYDsGejk3zg&list=PL767-rEuXhcOWUPgW1RrIkUKAle1YBdh1
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#GATECS2014#TOC#Undecidable

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