ttps://d2vlcm61l7u1fs.cloudfront.net/media%2F321%2F321d9876-2677-4990-9ba5-ef758461c31a%2Fphplk4r7s.png 4.) 3 jobs need to be scheduled on 2 machines in series. Machines 1 4 Job 2 10 A.) Find the sequence that has the shortest makespan, Calculate the makespan and the average processing time B.) Assuming times for for M1 are constant and times for M2 are normally distributed with a variance to the mean. Whats the probability that the makespan is 17 minutes or less.

ttps://d2vlcm61l7u1fs.cloudfront.net/media%2F321%2F321d9876-2677-4990-9ba5-ef758461c31a%2Fphplk4r7s.png

4.) 3 jobs need to be scheduled on 2 machines in series. Machines 1 4 Job 2 10 A.) Find the sequence that has the shortest makespan, Calculate the makespan and the average processing time B.) Assuming times for for M1 are constant and times for M2 are normally distributed with a variance to the mean. Whats the probability that the makespan is 17 minutes or less.

 

Solution

ttps://d2vlcm61l7u1fs.cloudfront.net/media%2F1f2%2F1f287360-9995-4f43-87cf-2bf224476a84%2Fphp0wbcyA.png

AllEscortAllEscort