Question

The table below calculates the shortest distance to all nodes from U for the 6- node...

The table below calculates the shortest distance to all nodes from U for the 6- node network shown, with the given link costs:

Node Shortest distance Previous from U Node

U 0 N/A

V 7 U

W 7 U

X 8 U

Z 11 W

Y 14 W

                       

a. For link X, what is the cost associated with this link? If the answer can't be determined given the information, respond with 'n/a'.

b. For link Y, what is the cost associated with this link? If the answer can't be determined given the information, respond with 'n/a'

Homework Answers

Answer #1

Node Shortest distance Previous from U Node

U 0 N/A

V 7 U

W 7 U

X 8   U

Z 11 W

Y 14 W

the basic concept for the question is:-

find a connected link to the cost asked of unknown value and there is another node that is the end of this link if the least cost path of the final node is known then the cost can be calculated with the formula (cost to the node - cost to other node)

a). n/a (link to the X is U which is never used hence the value cant be determined )

b). 7 (link to the Y is W which is used i.e  y(14)-w(7)=7 that is value of y)

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A 6-node network with the following list of distances between various pairs of nodes: From Node...
A 6-node network with the following list of distances between various pairs of nodes: From Node To Node Distance 1 2 150 1 3 200 2 3 100 2 4 200 2 5 50 3 4 350 3 5 300 4 6 100 5 6 100 10a) Formulate finding the shortest route from node 1 to node 6 as a linear programming problem. 10b) Solve the problem on a linear programming software and show the total distance and the connections...
Follow the steps below to use the method of reduction of order to find a second...
Follow the steps below to use the method of reduction of order to find a second solution y2 given the following differential equation and y1, which solves the given homogeneous equation: xy" + y' = 0; y1 = ln(x) Step #1: Let y2 = uy1, for u = u(x), and find y'2 and y"2. Step #2: Plug y'2 and y"2 into the differential equation and simplify. Step #3: Use w = u' to transform your previous answer into a linear...
Implement a singly linked list having all unique elements with the following operations.I 0 x –...
Implement a singly linked list having all unique elements with the following operations.I 0 x – Inserts element x at the end. I 1 y x – If the element y exists, then insert element x after the element y, else insert element y before the existing element x. Assuming either the element x or the element y exists. I 2 z y x – Inserts element x in the middle of the elements z and y. The element z...
(a) Prove that if two linear transformations T,U : V --> W have the same values...
(a) Prove that if two linear transformations T,U : V --> W have the same values on a basis for V, i.e., T(x) = U(x) for all x belong to beta , then T = U. Conclude that every linear transformation is uniquely determined by the images of basis vectors. (b) (7 points) Determine the linear transformation T : P1(R) --> P2(R) given by T (1 + x) = 1+x^2, T(1- x) = x by finding the image T(a+bx) of...
Using information given in the table below and applying nearest neighbor algorithm, calculate the shortest path...
Using information given in the table below and applying nearest neighbor algorithm, calculate the shortest path that starts from Home, visiting all the locations - Post Office, Dry Cleaning, Bank and Grocery Store - in any order and goes back to Home. Distance between points Home Bank Post Office Dry Cleaning Grocery Store Home NA 8 18 32 24 Bank 8 NA 5 21 13 Post Office 18 5 NA 34 13 Dry Cleaning 32 21 34 NA 13 Grocery...
Scenario 2: Differences from Dad Fathers transmit many more new mutations than do mothers to their...
Scenario 2: Differences from Dad Fathers transmit many more new mutations than do mothers to their babies at conception. These mutations occur from copying errors during sperm production. A recent study investigated whether the father’s age affects this process; authors used complete genome sequencing on n = 21 father-child pairs to tally the total number of new mutations inherited from each father. Results of the associated regression analysis are shown below: Question 7 (1 point) Suppose a father had a...
Which of the following correctly describes this cross? Choose all that apply. Now determine the genotypes...
Which of the following correctly describes this cross? Choose all that apply. Now determine the genotypes of the possible gametes and set up a Punnett square for the cross between two double heterozygotes, as you did before in a previous question (no need to attach that Punnett square). From your Punnett square, determine how many individual kernels have the genotypes and phenotypes shown in the table below. Enter your answers as a number (e.g. 7) not a word (e.g. seven)...
Business faculty at a prestigious community college wanted to evaluate the infuence of Netflix on student...
Business faculty at a prestigious community college wanted to evaluate the infuence of Netflix on student academic performance. After careful consideration, the faculty decided to conduct a prelimary study to see if they could justify a more detailed analysis. The preliminary study follows: Sixty (60) students were selected for two sections of a Business Adminstration class. The students were selected based on their previous performance in an introductory level course. In order to enroll in one of the sections, students...
1. For a pair of sample x- and y-values, what is the difference between the observed...
1. For a pair of sample x- and y-values, what is the difference between the observed value of y and the predicted value of y? a) An outlier b) The explanatory variable c) A residual d) The response variable 2. Which of the following statements is false: a) The correlation coefficient is unitless. b) A correlation coefficient of 0.62 suggests a stronger correlation than a correlation coefficient of -0.82. c) The correlation coefficient, r, is always between -1 and 1....
Two boxes are stacked, with box B placed on top of box A. If box A...
Two boxes are stacked, with box B placed on top of box A. If box A is pushed such that both boxes move with a decreasing speed, is there any friction on either box? (a) Kinetic friction on box A and no friction on box B (b) Kinetic friction on box A and static friction on box B (c) Kinetic friction on box A and kinetic friction on box B (d) Static friction on box A and kinetic friction on...