We look into automata over the alphabet Σ = {a, b} You are given the automaton A = ({a, b}, {q0, q1, q2}, δ, q0, {q1, q2}) where δ = {(q0, a, q0),(q0, b, q0),(q0, b, q1),(q1, a, q2),(q1, b, q2)}. (a) Draw the automaton. Why is it not deterministic? (b) Write down the transition table for A. (c) Apply the subset construction to obtain a deterministic finite-state automaton (DFA).

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A: Here's the solution:

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Time Complexity

In computer science, the computational complexity that is measured in terms of time is referred to as time complexity that defines how long it takes a computer to execute an algorithm. An algorithm's time complexity is measured by the the amount of time required to execute each statement of code in the algorithm. If a statement is set to execute repetitively, the number of times it will be N multiplied by the time it takes to run that function each time is equal .