Answering only the first question since there are multiple questions. Please check the names of the places since the image is blurred.
3) Search Strategies:
1. Using BFS we will explore one descendent layer at a time. First we will explore all the cities that are children of the node Boynton Labs and so on. So using BFS the visited nodes will be as Boynton Labs -> City of Alderwood -> Prado Cherries and Apples -> Rodriguez Apples -> Kazuhiri Apples and Grapes -> Dorfman Aspergus -> Gorves Weapons Annex. Hence the number of nodes visited is 7.
2. Using DFS we will move to the deepest layer and traceback when there is no more descndent and so on. From Boynton Labs first we will explore the city, City of Alderwood which is a must as per the question. And then go to its leftmost child, i.e., US Gov and so on. Therefore using DFS the visited nodes will be as Boynton Labs -> City of Alderwood -> Prado Cherries and Apples -> US Gov -> Rodriguez Apples -> Kazuhiri Apples and Grapes -> Dorfman Aspergus -> Gorves Weapons Annex. Hence the number of nodes visited is 8.
3. BFS provides the smallest number of nodes visited before reaching the destination.
LGhemri Fall2018 3) Search Strategies: Drtmn Consider the map above. You are starting from Boynton Labs...
(8) Consider the following problem space with the node "A" as the starting state and the node "H" as the goal state. Please describe how breadth-first search and depth-first search is working with your problem space, and list the order that the nodes are traversed under these two search algorithms. (8) Consider the following problem space with the node "A" as the starting state and the node "H" as the goal state. Please describe how breadth-first search and depth-first search...
Problem 2: Consider a state space where the start state is number 1 and the successor function for state n returns two states, numbers 2n and 2n a). Draw the porion ates 1 to 15. (b). Suppose the goal state is l. List the order in which nodes will be visited for breadth-first search, depth-limited search with limit 3, and iterative deepening search.
2 pts Consider a state space where the start state is number 1 and the successor function for state n returns two states, numbers 2n and 2n+1 Draw the portion of the state space for states 1 to 15 (1 pt) Suppose the goal state is 11. List the order in which nodes will be visited for depth-limited search with limit 3 (0.5 pt), and iterative deepening search. (0.5 pt Figure 1 Set all nodes to "not visited" q new...
Question5: [9 points] Consider a state space where the start state is number 1 and each state k has two successors: numbers 2k and 2k+1.a. Draw the portion of the state space for states 1 to 15 .b. Suppose the goal state is 11 . List the order in which nodes will be visited for breadth first search, depth-limited search with limit 3 , and iterative deepening search.c. How well would bidirectional search work on this problem? What is the branching...
1) Consider the directed graph below. “S” is the start state and “G1,G2,G3” are 3 goal states. In traversing the graph one can move only in the direction indicated by the arrows. The numbers on the edges indicate the step-cost for traversing that edge. The numbers in the nodes represent the estimated cost to the nearest goal state. In the following you will be asked to search this graph using various search strategies. When you work out your answer, please...
Breadth-First search traversal. 100% Upvote/Thumbs up. Thank you in advance QUESTION 20 Consider an undirected, unweighted graph G = (V,E) with V = {1,2,3,4,5,6) and E = {(1,2),(1,3), (1,4),(2,3),(2,5),(3,5),(4,6).(5,6)}. What is the Breadth-First Search traversal starting at vertex 67 Build your adjacency list in ascending order. List the values separated by spaces.
4. Consider the following graph: 2 . Starting from node B, please copy the above picture as many times as needed and, for each approach to building a spanning tree below, (a) draw the tree and (b) Show (by writing a number next to each node) the order in which nodes are added to the tree during its construction: a. Dijkstra's spanning tree (2 points) b. Prim's spanning tree (2 points) c. Depth-first tree (2 points) d. Breadth-first tree (2...
(5 marks) a. The pseudo-code for breadth-first search, modified slightly from Drozdek,1 is as follows: void breadthFirstSearch (vertex w) for all vertices u num (u) 0 null edges i=1; num (w) i++ enqueue (w) while queue is not empty dequeue ( V= for all vertices u adjacent to v if num(u) is 0 num (u) = i++; enqueue (u) attach edge (vu) to edges; output edges; Now consider the following graph. Give the breadth-first traversal of the graph, starting from...
Consider the following directed graph, which is given in adjacency list form and where vertexes have numerical labels: 1: 2, 4, 6 2: 4, 5 3: 1, 2, 6, 9 4: 5 5: 4, 7 6: 1, 5, 7 7: 3, 5 8: 2, 6, 7 9: 1, 7 The first line indicates that the graph contains a directed edge from vertex 1 to vertex 2, from 1 to vertex 4, and 1 to 6, and likewise for subsequent lines....
Please answer all three parts. And show step-by-step answers for each part. Draw anything if necessary. And please don't copy other answers to be at risk being downvoted. Thank you. Question 1 (50 POINTS): Given a graph G and the Breadth First Search (BFS) and Depth First Search (DFS) traversal algorithms as follows: BFSG) 1 for each vertex u € G.V – {3} 1 2 u.color = WHITE 3 u.d = 0 4 un = NIL 3 5 S.color =...