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Maximum Flow Problem 1 by Excel

A problem facing the Seervada Park management during the peak season is to determine how to route the various tram trips from the park entrance (station O) to the scenic wonder (station T) to maximize the number of trips per day. (Each team will return by the same route it took on the outgoing trip, so the analysis focuses on outgoing trips only.) To avoid unduly disturbing the ecology and wildlife of the region, strict upper limits have been imposed on the number of outgoing trips allowed per day in the outbound direction on each individual road. For each road, the direction of travel for outgoing trips is indicated by an arrow in Figure 1. The number at the base of the arrow gives the upper limit on the number of outgoing trips allowed per day. Link for video EXCEL PROBLEM 1:    • Maximum Flow Problem 1 by Excel   EXCEL PROBLEM 2:    • Maximum flow problem 2  by Excel   TORA PROBLEM 1:    • Maximum Flow Problem 1 by Tora   TORA PROBLEM 2:    • Maximum Flow Problem 2 by Tora