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(Solved): 1. Let A={A,BA,B are NFAs and L(A)L(B)}. Prove that A is decidable. ...



1. Let \( A=\{\langle A, B\rangle \mid A, B \) are NFAs and \( L(A) \subseteq L(B)\} \). Prove that \( \mathrm{A} \) is decid
1. Let are NFAs and . Prove that is decidable.


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To show that the set A = {(A,B) | A,B are NFAs and L(A) ? L(B)} is decidable, we can construct an algorithm that decides whether a given pair (A,B) is
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