Question: State Elimination Begin a two - state DFA with input alphabet { a , b } whose language is a * . Make an equivalent

State Elimination
Begin a two-state DFA with input alphabet {a, b} whose language is a*. Make an equivalent four-state r.e.-NFA by adding a new initial and final state. Apply state elimination to this r.e.-NFA to form a regular expression. No matter which state is eliminated first, the resulting regular expression is a*.(Here we are allowed to use the identity property of \lambda .) true or false

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