Consider the Network N in Figure Q3. The two numbers on an arc indicate the minimum and maximum capacities of the arc. a) Find a feasible flow from the source vertex S to the terminal vertex T ? Show your working and write down a feasible flow in Network N.

Q: (a) Assume there is an adjacency matrix A of an undirected graph G. Further assume a 1 is indicated…

A: - We need to talk about matrix and adjacency list representation for the graph mentioned.

Q: True or false: For any flow network G and any maximum flow on G, there is always an edge e such that…

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Q: 3. Find a maximum flow in the following flow network, where the number on each edge represents the…

A: find the maximum flow and minimum cut step by step   first check all path from s--->t and blocked…

Q: 8 3 3 4 o Give the adjacency matrix of the graph. o Use Kruskal's algorithm to find an MCST of the…

A: Note:- Thanks for your question, As per our guideline we can answer only first question, please…

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A: Since there are multiple subparts for a single question, the first three subparts are answered as…

Q: 5. For the Graph given below, illustrate the Floyd-Warshall method to determine the final D and P…

A: The Floyd Warshall algorithm compares all possible paths of the graph between each pair of vertices…

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A:

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Q: 3. Use the Network in Figure-3 and answer the following questions (a – d).

A: As per our policy we are allowed to solve single sub part in multi part question please upload other…

Q: Consider the following undirected weighted graph: 6 A. 24 B. 23 C. 15 D. 19 a b 2 f 7 4 10 d 7 (1)…

A: - We need to get the weight of MST using kruskals algorithm.

Q: Let A, B, C, D be the vertices of a square with side length 100. If we want to create a…

A: The Answer is

Q: Problem 1. In Fig. 1 there is a weighted graph, circles represent vertices, links represent edges,…

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Q: Problem 1. In Fig. 1 there is a weighted graph, circles represent vertices, links represent edges,…

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Q: 5. Consider the following graph G (a) How many paths of length 5 are there between vertices 1 and 2?…

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Q: With the following st-flow network and feasible flow f from the source vertex A to the sink vertex…

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Q: 1. Use depth-first search to produce a spanning tree for the simple graph G. Choose vertex a as the…

A:

Q: 4. For the graph below: NNN a. A snow plow starts at vertex 0 and must return to vertex 0 using a…

A: It will have only one repeated edge i.e. 1.

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Q: True or False    Let (u, v) be an edge in a maximum flow graph with capacity greater than 0. Then…

A: Given: Is it true or false? In a maximum flow graph with capacity larger than 0, let (u, v) be an…

Q: Problem 2. Use Bellman-Ford to determine the shortest paths from vertex s to all other vertices in…

A: The Answer is in given below step