Converting a Non-deterministic Finite Automaton to a Deterministic Finite Automaton
A DFA is called deterministic because:
Which of the following automata has exactly one initial state?
In a DFA, a final state is:
A language is regular if it can be represented by:
What is the purpose of a transition function in a DFA?
Which of the following statements is true regarding the equivalence of DFAs and NFAs?
When converting an NFA to a DFA, the resulting DFA:
Why are DFAs considered equivalent in power to NFAs?
Which of the following is a common consequence of converting an NFA to its equivalent DFA?
In terms of language recognition, what is true for both DFAs and NFAs?
The subset construction method is used to:
Which of the following best describes the relationship between DFAs and NFAs regarding computational power?
Which operation is typically used when constructing a DFA from an NFA to handle multiple possible states?