Prove that the following languages are decidable Hint This question is related with formal languages and automata theory a L 1 D is a deterministic finite automata (DFA) R is a regular expression and L(D) L(R) b L 2 N is an non deterministic finite automata (NFA) and L(N)

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Question: Prove that the following languages are decidable: Hint: This question is related with formal languages and automata theory a. L 1 = { | D

Prove that the following languages are decidable: Hint: This question is related with formal languages and automata theory

a. L₁ = { | D is a deterministic finite automata (DFA) R is a regular expression and L(D)= L(R)}

b. L₂ = { | N is an non deterministic finite automata (NFA) and L(N) = Prove that the following languages are decidable: Hint: This question is related ^* }

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