Consider the following search tree, where the numbers stand for cost (distance): S algorithms works: 5...

 

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Consider the following search tree, where the numbers stand for cost (distance): S algorithms works: 5 3 Method 5 a. Branch & Bound (5 points) BFS DFS B&B+ x-list B&B + Hu A* 4 E D A) Show how the Breadth-First Search (BFS) algorithm works as a path from S to G is found. Show all the steps. (10 points) B) Repeat part (A) using the Depth-First Search (DFS) algorithm. (10 points) C) Assuming that the distances are Euclidian distances, show the following D) Summarize your results in a table (5 points) No. Of extensions с 3 b. Branch & Bound + Extended-List (5 points) c. Branch & Bound + Admissible heuristic (5 points) d. A* search (5 points) F Consider the following search tree, where the numbers stand for cost (distance): S algorithms works: 5 3 Method 5 a. Branch & Bound (5 points) BFS DFS B&B+ x-list B&B + Hu A* 4 E D A) Show how the Breadth-First Search (BFS) algorithm works as a path from S to G is found. Show all the steps. (10 points) B) Repeat part (A) using the Depth-First Search (DFS) algorithm. (10 points) C) Assuming that the distances are Euclidian distances, show the following D) Summarize your results in a table (5 points) No. Of extensions с 3 b. Branch & Bound + Extended-List (5 points) c. Branch & Bound + Admissible heuristic (5 points) d. A* search (5 points) F

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the BreadthFirst Search BFS algorithm works as a path from S to Gand then to repeat the process using the DepthFirst Search DFS algorithm Heres how the BFS algorithm would work in this case Start at n... View the full answer