Solve the traveling salesman problem for this graph by finding the total weight of all Hamilton circuits and determining a circuit with minimum total weight. 3 b d 7 4, 2.

Q: d) The number of vertices of degree 4 is. e) The sum of the degrees of G is.

A:

Q: A1 P(A)=0,6 P(B)=0,4 P(C)=0,3 P(D)=0,2 P(E)=0,1 P(A/D,E)=? find the solution using with bayesian…

A: Consider the given information:     PA=0,6  PB=0,4   PC=0,3PD=0,2 PE=0,1

Q: 3- Compute the following equation by using a) Single loop b) No-loop 19 Mn] EMA[n +k]

A: h = 1:19 % create a vector h x = 12:30 % create a vector x

Q: Number of nodes in the given network is 1 6. 3. a 4 d 6. 4 4. 0 7 0 6 5. 5

A:

Q: 4. Solve the travelling problem for the given graph by finding the total weight of all Hamilton…

A: A Hamilton circuit is a cycle which contain paths such that each path visit each vertex exactly…

Q: 4. Solve the travelling problem for the given graph by finding the total weight of all Hamilton…

A: Plotting a graph between circuit and it's weight. We get the following-

Q: Use Brute Force to determine the lowest weight -43 21 18 37 35 29

A: We have to use Brute Force to determine the lowest weight Hamilton circuit for the graph below.…

Q: Let K_(n,m) be a complete bipartite graph, then the edges of K_(n,m) equal to * (d) nxm. O (a) nxn.…

A:

Q: 17. How many edges has each of the complete bipartite graph K5,13? A. 65 B. 75 C. 55 D. 45

A:

Q: Determine which of the following are bipartite. if a graph is bipartite, give the t sets of vertices…

A:

Q: 6. Solve the travelling salesman problem for the weighted graph shown below. a) PB De b) Bo 8. 63 7…

A: As per our guidelines we are supposed to answer only first one kindly repost other parts in the next…

Q: 34) How many spanning trees does the following network have? A EO B D A) 5 В) 4 С) 3 D) 8

A: Trees having n-1 edges and tree is always connected. From these two properties we got answer.

Q: What is the Hamiltonian circuit in the given graph below? B E F D А. E -B-C-D- A-F-E В. A…

A:

Q: . Solve the travelling problem for the given graph by finding the total weight of all Hamilton…

A:

Q: doorway Vertex A B C D E

A: The Euler path exists and it is C→F→E→F→A→F→D→F→B→A→D→E

Q: Solve the traveling salesperson problem for the graph below by finding the total weight of all…

A:

Q: 9. Which edges could be re-used in order to find an optimal Eulerization of the following graph? (1)…

A: The objective is find which edges that could be re-used to find the optimal Eulerization of the…

Q: What are the strongly connected components of the digraph below? Your answer should consist of a…

A: A graph is said to be strongly connected if every vertex is reachable from every other vertex. The…

Q: 40. When a vertex Q is connected by an edge to a vertex K, what i the relationship between Q and K?…

A: This is a problem of graph theory.

Q: Using the Sorted Edges Algorithm find the cost of the Hamiltonian circuit for the graph below. 6, 5.…

A: write the edges with their weights as follows AC-2AD-6AB-5DC-5DB-8CB-4 Sort the edges from the…

Q: Q2.1 To obtain 2 possible communities, cut the edge(s) with number(s)?_ Q2.2 To obtain 3 possible…

A: Cut set of a graph :                                          Let G = (V,E) be a…

Q: 4. Solve the travelling problem for the given graph by finding the total weight of all Hamilton…

A:

Q: Consider the following network 1 2 5 4 Which is the diameter of this network? ONone of the 1 above…

A: Every network has a diameter. It is related to the nodes lying in the maximum distance. The shortest…

Q: 2. Adelina needs to do some shopping the day after Easter to buy yummy Nerds Jelly Beans. She finds…

A: First We have to find shortest route then have to find minimal spanning tree

Q: A В 7 1 4 5. 6 D 1 8 3 2 F E 2)

A: Since you have asked multiple questions, we'll solve the first question for you. If you want any…

Q: 205 106 101 E 299 B 233 490 192 189 352 259 Use the Nearest Neighbor Method to approximate the…

A:

Q: |15 18 16 11 12 L 25 E.

A: A Hamiltonian path is a path which starts at any vertex of the graph and visits every vertex  of the…

Q: В 21 72 29 65 16 57 84 AO-33 -19. 91 25 81 47 -102 F

A:

Q: (c) Find the total degree of G. (d) Does G have a Hamiltonian circuit? If one exists, explain why,…

A: The total degree of a graph G is the sum of the degrees of all the vertices of G.    A circuit is a…

Q: 1. Square BCDE with vertices B(-6, 7), C(-2, 6), D(-3, 2), and E(-7, 3): y-axls B'C CC D' . 1111

A:

Q: A sales director who lives in city A is required to fly to regional offices in cities B, C, D, and…

A: Given that, A sales director who lives in city A is required to fly to regional offices in cities B.…

Q: 1. Find the Hamiltonian circuit. Highlight/color the edges to show the circuit A B E G D

A:

Q: 2. Adelina needs to do some shopping the day after Easter to buy yummy Nerds Jelly Beans. She finds…

A: Let H,G,T,W represents Home, Giant Eagle, Target and Walmart.

Q: Solve the traveling salesman problem for this graph by finding the total weight of all Hamilton…

A: We pick any point to start at and select all possible combinations of the other 3 points.Let's start…

Q: Use the Greedy Algorithm and the weighted graph below to generate a Hamiltonian circuit starting…

A:

Q: Which of the following correctly shows the number of faces, edges, and vertices of the triangular…

A: Face in a three-dimensional shape a face is the flat part of the surface that is bounded by the…

Q: 4. Find the perimeter of rectangle MNOP with vertices M(-2, 5), N(-2, -4), O(3, –4), and P(3, 5). MN…

A:

Q: You have answered 0 out of 2 parts correctly. 4 attempts remaining. How many Hamiltonian circuits…

A:

Q: Consider the tree diagram. Path number 0.4 D 1 A1 0.6 2 0.5 D 3 A2. 0.5 D 0.7 D 5 A3 0.3 D Which…

A: =     P(A1∩ )/P(A1)

Q: 11. How many edges does a solid with 11 faces and 11 vertices have? 14 18 20 22

A: No of faces = 11 No of vertices = 11 we need to determine the no of edges.

Q: 11) Consider the network below. Formulate an LP to find the shortest-route path from node 1 to node…

A: Given: The network flow

Q: 205 106 E 101 299 233 490 192 189 352 259 Use the Nearest Neighbor Method to approximate the optimal…

A: Here we use basic Hamiltonian cycle

Q: 3. A company makes unusually shaped imitation dimonds. One dimond had 12 faces and 19 edges. How…

A: According to Euler's formula, for a solid F+V=E+2              (i) Where F=Number of facesV=Number…

Q: Let ∆ABC have vertices at A = (0,0), B = (3,4), and C = (12,5).  Let ∆HFK have vertices at H =…

A: Let's find.

Q: A B E D

A: Remark: A path of a graph that passes through every vertex of the graph exactly once and returns to…

Q: What is the minimum number of links L of an undirected network of N nodes? Select one: O a. 0 O b. N…

A: Graph theory

Q: 3.(f) For which values of n does Wn have Hamiltonian circuit? If so, label the vertices and find the…

A:

Q: Consider the following graph: 46. Which of the following is a Hamiltonian Circuit for the given…

A: Hamiltonian Circuit: If start and end at the same vertex and if we visit another vertices exactly…

Continuous Probability Distributions

Probability distributions are of two types, which are continuous probability distributions and discrete probability distributions. A continuous probability distribution contains an infinite number of values. For example, if time is infinite: you could count from 0 to a trillion seconds, billion seconds, so on indefinitely. A discrete probability distribution consists of only a countable set of possible values.

Normal Distribution

Suppose we had to design a bathroom weighing scale, how would we decide what should be the range of the weighing machine? Would we take the highest recorded human weight in history and use that as the upper limit for our weighing scale? This may not be a great idea as the sensitivity of the scale would get reduced if the range is too large. At the same time, if we keep the upper limit too low, it may not be usable for a large percentage of the population!