Convert the following NFA to a DFA. Show your work. Show both the DFA table AND the graph of the resulting DFA. A --0÷g÷0 1 b a a Start b 2
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- A star configuration of a network represents its structure as a graph with an edge from a single, central node to each remaining node. A point-to-point configuration represents a network as a complete graph. Draw a picture of an example of each kind of configuration with four nodes, and use big-O notation to state the efficiency of adding or removing a given node in each type of configuration. You can assume for now that removing each edge is a constant-time operation. *PythonNeed a visual representation of the BFS(G2,A) and DFS(G2,A) and DFS(G2,G) conducted for the directed G2 graph shown in the screenshot below1. Which of the following is NOT a circuit in the graph? A) CBEC B) ABEA C) BCDCB D) None of the Above 2. Which of the following is NOT a path in the graph? A) FEBA B) FBCCD C) FEABCD D) All of the Above
- Simulate the DFS algorithm for the graph in the picture belowWithout intersecting lines, draw the directed graph: Where: A = {a, b, c, d} B = {(c, d), (a, a), (c, b), (a, b), (d, a), (b, c), (d, c)}9) Given the following graph and the source node F (the 1st node to be discovered), which of the following could be the 3rd node to be discovered during a DFS? A. A B. E C. B D. J E. All
- An edge that would divide a linked graph into two distinct subgraphs if it were removed is known as a bridge in a graph. A graph is considered to be edge linked if there are no bridges. Create a data type based on DFS to determine the edge connectivity of a given graph.Please answer it correctly! Consider the following graph. a: b, e, f, h b: a, c, d, g c: b, d d: b, c e: a, f, g f: a, e, g g: b, e, f h: a Give the order in which the nodes are visited, starting at node a. The first line should give the order for a breadth-first search. The second line should give the order for a depth-first search.Q7. What details of the data structure indicate a generation of a graph using BFS and DFS?
- Input: You are given a directed graph G modeling a flight network: There is an edge from airport A to B if there is a direct flight from A to B. The capacity of an edge e is labeled with the corresponding flight capacity cap(e). Each edge has a start time st(e) and a finish time ft(e). Task: Given a source and a target airport, our goal is to find the maximum number of passengers that can be sent from the source airport starting at 6AM to the target airport within 5 hours (11AM). Example: (e_1: A to B cap 80, st 6AM, ft 9AM), (e_2: B to C cap 100, st 7AM, ft 11AM), (e_3: B to C cap 60, st 10AM, ft 11AM). If the input contains A as the source and C as the target, then the output is 60 passengers. Give an efficient algorithm (to the best of your knowledge) and a formal proof of correctness for your algorithm. An answer without any formal proof will be considered incomplete. Analyze the running time of the algorithm. You must write down your algorithm as pseudocode or describe it as a…Alert dont submit AI generated answer. please help! 1. Consider the following graph. Find the shortest path from A to E using Dijkstra's algorithm and draw graph of this all path.Minimize the following DFA a. Fill out the transition table for the minimum state DFA. Label out start and final states: Start/Final? DFA states a b b. Give the transition table with renamed states, and draw the graph version of the DFA for this table.