Question: use excel solver and the spreadsheet given to meet the following requirements 9:52 Back #1 - Mobile testing centers Mobile testing centers - The COVID-19

use excel solver and the spreadsheet given to meet the following requirements use excel solver and the spreadsheet given to
use excel solver and the spreadsheet given to
use excel solver and the spreadsheet given to
9:52 Back #1 - Mobile testing centers Mobile testing centers - The COVID-19 Virus Due to their remoteness and lack of medical supplies, 21 Western OK counties have been designated to serve as potential hosting sites for mobile Coronavirus testing. The map below depicts those 21 counties. The following table shows the county name, its population, the cost to locate an MTS (mobile testing site) in that county, and then a measure of how severe or how unknown the severity of the virus is in that county A supplemental file will be provided that shows the 'contiguity table for counties-counties that are 'next' or adjacent to cach other. Your task as a modeler - find the optimal location of which counties to locate MTS's such that the following requirements are met. 1) Each county is covered'-traditional definition of a set covering problem. A county is covered when either an MTS is located int hat county or in an adjacent county. 2) Each county has a maximum number of coverage-i.c.- Previous Next Dashboard Calendar To Do Notifications 9:52 = 2.7. Your objective measure (objective function) in determining which counties should house an MTS subject to these requirements is a function of its population plus a proportion (25%) of the population of the counties that are contiguous. For example, look at Grant county. Grant - 5144, it is next to Garfield (57813) and Alfalfa (6105) So Grant's WPOM (weighted population measure) would be 5144+ (0.25(57813) + (0.25X(6105) = 21123.5. The location of the MTS's should maximize the WPOM parameter Compare this solution to two more scenarios (B and C). Scenario B: Instead of using WPOM, use just the main county population. All other model parameters constant. Scenario C: Using WPOM, alter constraint 2) above to limit the maximum coverage of any county to at most 2. Compare the original solution to Scenario B and C. Nothing elaborate. They should be similar but a little different Version 1: 4/6/20 Previous Next Dashboard Calendar To Do Notifications Conditional Formatting Calleri - I Delete BIU. Covid Sheet CADE HEL Type here to search 09 9:52 Back #1 - Mobile testing centers Mobile testing centers - The COVID-19 Virus Due to their remoteness and lack of medical supplies, 21 Western OK counties have been designated to serve as potential hosting sites for mobile Coronavirus testing. The map below depicts those 21 counties. The following table shows the county name, its population, the cost to locate an MTS (mobile testing site) in that county, and then a measure of how severe or how unknown the severity of the virus is in that county A supplemental file will be provided that shows the 'contiguity table for counties-counties that are 'next' or adjacent to cach other. Your task as a modeler - find the optimal location of which counties to locate MTS's such that the following requirements are met. 1) Each county is covered'-traditional definition of a set covering problem. A county is covered when either an MTS is located int hat county or in an adjacent county. 2) Each county has a maximum number of coverage-i.c.- Previous Next Dashboard Calendar To Do Notifications 9:52 = 2.7. Your objective measure (objective function) in determining which counties should house an MTS subject to these requirements is a function of its population plus a proportion (25%) of the population of the counties that are contiguous. For example, look at Grant county. Grant - 5144, it is next to Garfield (57813) and Alfalfa (6105) So Grant's WPOM (weighted population measure) would be 5144+ (0.25(57813) + (0.25X(6105) = 21123.5. The location of the MTS's should maximize the WPOM parameter Compare this solution to two more scenarios (B and C). Scenario B: Instead of using WPOM, use just the main county population. All other model parameters constant. Scenario C: Using WPOM, alter constraint 2) above to limit the maximum coverage of any county to at most 2. Compare the original solution to Scenario B and C. Nothing elaborate. They should be similar but a little different Version 1: 4/6/20 Previous Next Dashboard Calendar To Do Notifications Conditional Formatting Calleri - I Delete BIU. Covid Sheet CADE HEL Type here to search 09

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