suppose the length of critical path in a project
Suppose the length of critical path in a project is 40 days and the standard deviation is 2 days. What due date should be set for the project so that the probability of completing the project is 95%? Round the answer to the nearest higher integer.
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please explain how this works im so confusedsuppose spt rule is being used in a dynamic scheduling problem there are five jobs a b c d and e ready to
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a single machine work center has five jobs assigned to it they are labelled in the order of their arrival in the shop as jobs a b c d and e the work
a single machine work center has five jobs assigned to it they are labeled in the order of their arrival in the shop as jobs a b c d and e the work
suppose the length of critical path in a project is 40 days and the standard deviation is 2 days what due date should be set for the project so that
suppose spt rule is being used in a dynamic scheduling problem there are five jobs abcd and e ready to be processed at the present time the
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