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TRUE/FALSE. if a language is accepted by a dfa, we can build an equivalent regular expression that generates the language. therefore, we say dfa is equivalent to regular expression, i.e.,

Sagot :

Many distinct DFAs may accept a regular language.

Is it possible to transform a regular expression to DFA?

  • Utility: To create a DFA from a regular expression, we may first create an NFA for the provided expression and then use a subset construction approach to transform this NFA into a DFA.

Which of the following would the  DFA not accept?

  • All strings are permitted with the exception of "ababaabaa," which is meant for dumping state.
  • The automata's refuse state is often referred to as the "dumping state."

Which method may be applied to demonstrate that language is not regular?

  • The Pumping Lemma is employed to demonstrate the irregularity of a language. The Pumping Lemma is shown here.

What about regular language is false?

  •  Regular Languages are not excluded from the subset.

Do regular expressions exist in every language?

  • Regex is a tool that can be used in all current programming languages and is not language-specific.

To know more about DFA, checkout this link:

https://brainly.com/question/29563444

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