Problem 1 (35 points). L is a language over the alphabet Σ. Prove L= {(M) | M is a TM, L(M) is finite} is NOT Turing dec

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Problem 1 (35 points). L is a language over the alphabet Σ. Prove L= {(M) | M is a TM, L(M) is finite} is NOT Turing dec

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Problem 1 (35 points). L is a language over the alphabet Σ. Prove L= {(M) | M is a TM, L(M) is finite} is NOT Turing decidable. (Hint: is a finite language, Σ* is an infinite language)
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