Exercise 5.1 (1+1 marks)Execute(a) greedy best-first search (f (n) = h(n.state)) and(b) A∗ (f (n) = g(n) + h(n.state))without reopening in the state space depicted below. As heuristic, use the perfect heuristic h∗.sIs1s2 s3sg515121Describe the execution of both search algorithms with the following schema:1. expanding s10: open = ⟨s11(f = 5), s12(f = 6)⟩, closed = {s10(g = 0)}2. expanding s11: open = ⟨s13(f = 4), s12(f = 6), s16(f = 10)⟩, closed = {s10(g = 0), s11(g = 3)}. . .i. expanding si: found goal with cost xNote: This schema uses fictitious states and numbers that don’t correspond to the given state space
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Exercise 5.1 (1+1 marks)Execute(a) greedy best-first search (f (n) = h(n.state)) and(b) A∗ (f (n) = g(n) + h(n.state))without reopening in the state space depicted below. As heuristic, use the perfect heuristic h∗.sIs1s2 s3sg515121Describe the execution of both search algorithms with the following schema:1. expanding s10: open = ⟨s11(f = 5), s12(f = 6)⟩, closed = {s10(g = 0)}2. expanding s11: open = ⟨s13(f = 4), s12(f = 6), s16(f = 10)⟩, closed = {s10(g = 0), s11(g = 3)}. . .i. expanding si: found goal with cost xNote: This schema uses fictitious states and numbers that don’t correspond to the given state space
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