Suppose a 5-node network is to be connected with telephone lines so that all divisions are connected witheach other. The following table summarizes the distances (in m) between each node pair.12 34 5697 1419 12 1316 1220234569197 12 1614 13 12 201-What is the minimum length of the telephone wires required (in m)?O a. 24O b. 370 с.O d. 34O e. None of these19

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Practical Management Science

6th Edition

ISBN:9781337406659

Author:WINSTON, Wayne L.

Publisher:WINSTON, Wayne L.

Chapter2: Introduction To Spreadsheet Modeling

Section: Chapter Questions

Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...

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PROBLEM 2 From the next network, answer the questions. 8 A D 9. 6. G S 17 15 8 24 2 2 20 8 F H 11 22 14 5 3 18 4 8 B E U 5 a) Find the maximum flow from points A and B to point U, using the augmented path algorithm. b) Model this maximum flow problem according to minimum cost flow modeling (minimization) c) Model this_problem in maximization.
15 X 10 6 15.5 1 (Max Flow Problem) 2 12 3 5 4.5 5 4 14.5 6 5 15.5 4.5 N Find the maximum flow from Node X to Node Z.
2
11 Midwest University is installing a high-speed intranet system. The following network shows the possible network connections among the offices. Distances between offices are shown in thousands of feet. Develop a design for the intranet system that will connect all offices. Provide the design that minimizes the total length of connection among the eight offices. 3 4 0.5 feet 3 1.5 1.2 minimum length of connections: Show your work. Upload your minimal spanning tree. Choose File No file chosen 3 2.5 8
Assignment Problem Model Find the minimum cost with steps
The route sheet data for 12 products is given below. Verify if any modification in existing layyout can be done to make it more optimal.
x # GT E 4. Firewall Project XT. Using the "complexity weighting" scheme shown in Table 5.3 and the function point complexity weight table shown below, estimate the total function point count. Assume historical data suggest five function points equal one person a month and six people can work on the project. I Complexity Weight Table Number of inputs 10 Rated complexity low Number of outputs 20 Rated complexity average Number of inquiries 10 Rated complexity average Number of files 30 Rated complexity high Number of interfaces 50 Rated complexity high c. If the project must be completed in six months, how many people will be needed for the project? Add a caption... Status (51 excluded)
4. Find the maximum flow of graph K. Find the flow of each path, then determine the maximum flow. 350 550 K₁ 900 a. The path of (s, a, c, t) has flow: The maximum flow is: b. The path of (s, b, c, t) has flow: The maximum floy is: c. The path of (s, b, t) has flow: The maximum flow is: d. The total maximum flow is:
3.1 Analyze the table below and determine the network diagram. Table 1: From-To Chart for industrial park (Ltd) B C 9/80 THE 0 0 0 0 0 0 From To A B C D E A 0 0 0 0 0 7/20 6/50 0 D 0 9/40 5/30 0 0 E 8/30 9/40 5/40 8/50 7/50
F Source For the network shown below, the arc capacity from node i to node j is the number nearest node i along the arc between these nodes. formulate the maximum flow as a linear programming problem. 1 4 24 3 33 4 4 54 69 7 Sink F Iteration Augmenting path 1 2 3 C*
Mary Beth Marrs, the manager of an apartment complex, feels overwhelmed by the number of complaints she is receiving. Click the icon to view the check sheet she has kept for the past 12 weeks. Using this information, choose the correct Pareto chart below. A. Frequency (number 50 D 40- 30- 20- 10- 0 P TG E Parking/Drives (D) Pool (P) Tenant issues (T) Grounds (G) Electrical (E) B. Frequency (number 50 D 40- 30- 20- 10- 0- P GT E Parking/Drives (D) |Pool (P) Grounds (G) Tenant issues (T) Electrical (E) The Pareto chart indicates that most of the complaints,%, were caused by C. Frequency (number 50 P 40- 30- 20- 10- 0- ☐☐☐☐☐ G TD Pool (P) Grounds (G) E Tenant issues (T) Parking/Drives (D) Electrical (E) Frequency (number 50 30- 20- 10+ 0- D ☐☐☐☐ G P T (round your response to one decimal place). E Parking/Drives (D) Grounds (G) Pool (P) Tenant issues (T) Electrical (E)
Ross Hopkins, president of Hopkins Hospitality, has developed the tasks, durations, and predecessor relationships in the following table for building new motels. Activity a m b Immediate Predecessor(s) Activity a m b Immediate Predecessor(s)A 6 8 12 - G 2 3 4 C, EB 1 9 24 A H 2 2 2 FC 8 14 16 A I 7 7 7 FD 4 7 10 A J 6 7 12 D, G, HE 1 2 4 B K 1 1 4 I, JF 6 9 20 C, E a) The expected (estimated) time for activity C is 13.33weeks. (Round your response to two decimal places.) b) The variance for activity C is 1.78weeks. (Round your response to two decimal places.) c) Based on the calculation of the estimated times, the critical path is A - C - F - H - J - K . d) The estimated time for the critical path is [ ? ] enter your response here weeks. (Round your response to two…

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