Question: Consider the language CON = { M , A | M is a Turing machine, A is a NFA, and their languages satisfy L (

Consider the language CON ={M,A| M is a Turing machine, A is a NFA, and
their languages satisfy L(M) L(A)}. Show that CON is not decidable.
(Hint: You can use the fact that the language E TM ={M| M is a Turing machine with
language L(M)=} is not decidable, as we showed in class.)

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