Question: 1.2 Crashing Activity Times Notation: Ti = expected time for activity i; T1 = time for activity i under maximum crashing; M = maximum possible

1.2 Crashing Activity Times Notation: Ti = expected time for activity i; T1 = time for activity i under maximum crashing; M = maximum possible reduction in time for activity i due to crashing; C = cost for activity i under normal or expected activity time; C = cost for activity i under maximum crashing; K= crashing cost for activityi. We then have: M = Ti-T C-C K, M 2. Waiting Line Models 2.1 Poisson (Arrival) Distribution Let x = the number of arrivals in the time period; X = the mean number of arrivals per time period; e 2.71828 Then P(x) = tre- .! 1.2 Crashing Activity Times Notation: Ti = expected time for activity i; T1 = time for activity i under maximum crashing; M = maximum possible reduction in time for activity i due to crashing; C = cost for activity i under normal or expected activity time; C = cost for activity i under maximum crashing; K= crashing cost for activityi. We then have: M = Ti-T C-C K, M 2. Waiting Line Models 2.1 Poisson (Arrival) Distribution Let x = the number of arrivals in the time period; X = the mean number of arrivals per time period; e 2.71828 Then P(x) = tre

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