[2 pts]. Figure 1 shows a state graph with four states. "a" is the initial state, and "G" is the goal state. a. Use Breath First Search (BFS) to build a search tree to carry out search from the initial state to the goal state (Show complete search tree). [1 pt] i. Mark the order of the search node (on the BFS tree) being visited from initiate state to find the goal state (break tie in favor of node with a lower alphabetic order, e.g., "b" has a higher priority than "c"). ii. Is the solution optimal? Why or why not? iii. Explain why avoiding revised state is important in creating BFS search tree. b. Use Depth First Search (DFS) to build a search tree to carry out search from the initial state to the goal state (Show complete search tree). [1 pt] i. Mark the order of the search node (on the DFS tree) being visited from initiate state to find the goal state (break tie in favor of node with a lower alphabetic order, e.g., “b” has a higher priority than “c”). ii. Is the solution optimal? Why or why not? iii. Explain why avoiding revised state is important in creating DFS search tree. a (G)
[2 pts]. Figure 1 shows a state graph with four states. "a" is the initial state, and "G" is the goal state. a. Use Breath First Search (BFS) to build a search tree to carry out search from the initial state to the goal state (Show complete search tree). [1 pt] i. Mark the order of the search node (on the BFS tree) being visited from initiate state to find the goal state (break tie in favor of node with a lower alphabetic order, e.g., "b" has a higher priority than "c"). ii. Is the solution optimal? Why or why not? iii. Explain why avoiding revised state is important in creating BFS search tree. b. Use Depth First Search (DFS) to build a search tree to carry out search from the initial state to the goal state (Show complete search tree). [1 pt] i. Mark the order of the search node (on the DFS tree) being visited from initiate state to find the goal state (break tie in favor of node with a lower alphabetic order, e.g., “b” has a higher priority than “c”). ii. Is the solution optimal? Why or why not? iii. Explain why avoiding revised state is important in creating DFS search tree. a (G)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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![[2 pts]. Figure 1 shows a state graph with four states. "a" is the initial state, and "G" is the
goal state.
a. Use Breath First Search (BFS) to build a search tree to carry out search from the
initial state to the goal state (Show complete search tree). [1 pt]
i. Mark the order of the search node (on the BFS tree) being visited from
initiate state to find the goal state (break tie in favor of node with a lower
alphabetic order, e.g., "b" has a higher priority than "c").
ii. Is the solution optimal? Why or why not?
iii. Explain why avoiding revised state is important in creating BFS search tree.
b. Use Depth First Search (DFS) to build a search tree to carry out search from the
initial state to the goal state (Show complete search tree). [1 pt]
i. Mark the order of the search node (on the DFS tree) being visited from
initiate state to find the goal state (break tie in favor of node with a lower
alphabetic order, e.g., “b” has a higher priority than “c”).
ii. Is the solution optimal? Why or why not?
iii. Explain why avoiding revised state is important in creating DFS search tree.
a
(G)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F59799c56-0af8-40f0-a95e-80328322212b%2F7ab21cd9-1f23-44e4-b1e3-49aab2bc5227%2Ffe6xeqe_processed.jpeg&w=3840&q=75)
Transcribed Image Text:[2 pts]. Figure 1 shows a state graph with four states. "a" is the initial state, and "G" is the
goal state.
a. Use Breath First Search (BFS) to build a search tree to carry out search from the
initial state to the goal state (Show complete search tree). [1 pt]
i. Mark the order of the search node (on the BFS tree) being visited from
initiate state to find the goal state (break tie in favor of node with a lower
alphabetic order, e.g., "b" has a higher priority than "c").
ii. Is the solution optimal? Why or why not?
iii. Explain why avoiding revised state is important in creating BFS search tree.
b. Use Depth First Search (DFS) to build a search tree to carry out search from the
initial state to the goal state (Show complete search tree). [1 pt]
i. Mark the order of the search node (on the DFS tree) being visited from
initiate state to find the goal state (break tie in favor of node with a lower
alphabetic order, e.g., “b” has a higher priority than “c”).
ii. Is the solution optimal? Why or why not?
iii. Explain why avoiding revised state is important in creating DFS search tree.
a
(G)
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