In the Hungarian Methodology, if the required number of lines used to eliminate all thezeroes in the Assignment Model table is not met, what would be the next step?O a. Choose the smallest value among all the "covered" numbers, subtract that number from all other coverednumbers, and add that same number to all uncovered numbers.o b. Choose the smallest value among all the "uncovered" numbers, subtract that number from all other uncoverednumbers, and add that same number to all numbers found at the intersection of the horizontal and verticallines.O c. Do nothing. The situation above implies there is no solution.o d. Choose the smallest value among all the "uncovered" numbers, subtract that number from all covered numbers,and add that same number to all other uncovered numbers.

The Hungarian method is the technique used to solve the assignment problem where it states that if…

Answered: In the Hungarian Methodology, if the…

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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7. Using the assembly-line balancing procedures for any assembly-line balancing problem, which of the following is most correct? Multiple Choice The theoretical minimum number of workstations is always less than number of workstations actually used. The theoretical minimum number of workstations is sometimes more than number of workstations actually used. The theoretical minimum number of workstations is sometimes less than Y and sometimes more than number of workstations actually used. The theoretical minimum number of workstations is always less than or equal to number of workstations actually used. The theoretical minimum number of workstations is never less than number of workstations actually used.
This manufacturing location option entails the highest capital investment. O a. Commercial space purchase O b. Commercial space for rent O c. Manufacturing hub O d. Home-based What is the correct process of manufacturing goods? O a. Output-Process-Input O b. Input-Output-Process O c. Input-Process-Output O d. Process-Output-Input
New students who join the university, should visit cer-tain departments in their first day, as part of the registration and induction process. Students are usually allocated to groups of ten,and their visits and their timings are as follows:DEPARTMENT DURATION FOR EACHGROUP (MINUTE)Registration/Finance 60IT 45Library 90Social Club 30Sport Centre 30Student Support Service 45Medical Centre 45Campus Services (banks, restaurant, etc.) 30During the visit, at least one person from the university student support team should be with each team of students. The stu-dent support team has allocated the visit of every two depart-ments to one person as follows: Deborah (Registration and IT), Gemma (Library and Social Club), Frank (Sport Centreand Student support service), and Raj (Medical centre and Campus services). The visits of the departments can be done inany sequence. Based on the current arrangements,a) What is the cycle timeb) What is the throughput per hourc) Total idle time in each…
Minimize Subject to z = 3x + y 3y + 5x > 30 6y + 4x 40 y + x 8 X 0 Y > 0 Solve this using the graphical method. Be sure to clearly show all steps: • Sketch the feasible region ● Determine the corner points Determine the minimum of the objective function ● Upload a picture showing your work here: Choose File No file chosen
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A manager must decide which type of machine to buy, A, B, or C. Machine costs (per individual machine) are as follows: Machine Cost A $ 60,000 B $ 50,000 C $ 60,000 Product forecasts and processing times on the machines are as follows: PROCCESSING TIME PER UNIT (minutes) Product AnnualDemand A B C 1 16,000 3 4 4 2 10,000 6 5 1 3 15,000 1 3 6 4 17,000 5 3 4 Click here for the Excel Data File a. Assume that only purchasing costs are being considered. Compute the total processing time required for each machine type to meet demand, how many of each machine type would be needed, and the resulting total purchasing cost for each machine type. The machines will operate 10 hours a day, 240 days a year. (Enter total processing times as whole numbers. Round up machine quantities to the next higher whole number. Compute total purchasing costs using these rounded machine quantities. Enter the resulting total purchasing cost as a whole…

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