A hospital employs volunteers to staff reception desk between 8.00 A.M. and 10.00 P.M. Each volunteer works three consecutive hours expect for those starting at 8.00 PM, who work for two hours only. The minimum need for volunteers is approximated by a step function over 2-hour intervals starting at 8.00 A.M as 8,6,7,6,4,6,8. Because most volunteers are retired individuals, they are willing to offer their services at any hour of the day (8.00 A.M. to 10.00 P.M.). However, because of the large number of charities competing for their services, the number needed must be kept as low as possible. Develop LP model for an optimal schedule for the start time of the volunteers. 2. A hospital employs volunteers to staff the reception desk between 8:00 AM and 10:00 PM. Eachvolunteer works three consecutive hours except for those starting at 8:00 PM who work for2 hours only. The minimum need for volunteers is approximated by a step function over 2-hourintervals starting at 8:00 AM as 4, 6, 8, 6, 4, 6, and 8. Because most volunteers are retiredindividuals, they are willing to offer their services at any hour of the day (8:00 AM to 10:00 PM).However, because of the large number of charities competing for their service, the numberneeded must be kept as low as possible. Formulate an LP to determine the optimal schedule forvolunteers.

Answered: A hospital employs volunteers to staff…

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter2: Equations And Inequalities

Section2.6: Inequalities

Problem 80E

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A hospital employs volunteers to staff reception desk between 8.00 A.M. and 10.00 P.M. Each volunteer works three consecutive hours expect for those starting at 8.00 PM, who work for two hours only. The minimum need for volunteers is approximated by a step function over 2-hour intervals starting at 8.00 A.M as 8,6,7,6,4,6,8. Because most volunteers are retired individuals, they are willing to offer their services at any hour of the day (8.00 A.M. to 10.00 P.M.). However, because of the large number of charities competing for their services, the number needed must be kept as low as possible. Develop LP model for an optimal schedule for the start time of the volunteers.