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It is less complex to prove the closure properties over regular languages using

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It is less complex to prove the closure properties over regular languages using

(a) NFA

(b) DFA

(c) PDA

(d) Can’t be said

I got this question in quiz.

I want to ask this question from Equivalence of NFA and DFA topic in chapter Finite Automata of Automata Theory

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Right option is (a) NFA

To explain: We use the construction method to prove the validity of closure properties of regular languages. Thus, it can be observe, how tedious and complex is the construction of a DFA as compared to an NFA with respect to space.

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