Question: I just need an explanation dont need coding thanks. An action such as Go(Sibiu) really consists of a long sequence of finer-grained actions: turn on

 I just need an explanation dont need coding thanks. An action

I just need an explanation dont need coding thanks.

An action such as Go(Sibiu) really consists of a long sequence of finer-grained actions: turn on the car, release the brake, accelerate forward, etc. Having composite actions of this kind reduces the number of steps in a solution sequence, thereby reducing the search time. Suppose we take this to the logical extreme, by making super-composite actions out of every possible sequence of Go actions. Then every problem instance is solved by a single super-composite action, such as Go(Sibiu) Go (Ribnick Vice)Go(Pitesti)Go(Bucharest). Explain how search would work in this formulation. Is this a practical approach for speeding up problem solving? An action such as Go(Sibiu) really consists of a long sequence of finer-grained actions: turn on the car, release the brake, accelerate forward, etc. Having composite actions of this kind reduces the number of steps in a solution sequence, thereby reducing the search time. Suppose we take this to the logical extreme, by making super-composite actions out of every possible sequence of Go actions. Then every problem instance is solved by a single super-composite action, such as Go(Sibiu) Go (Ribnick Vice)Go(Pitesti)Go(Bucharest). Explain how search would work in this formulation. Is this a practical approach for speeding up problem solving

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