Suppose we have determined that facilities 5 and 6 are to open, and that we wish to satisfy all customer demands from these locations. If each edge (i, j) of G can handle at most 150 units of demand in each direction, and the cost associated with sending a unit of demand from i to j along (i, j) is $15dij in addition to the one-time fixed cost $(500 30dij) for sending any demand from i to j, determine how we can satisfy all customer demands at minimum cost. Use the customer demands h in (4.10), and that α = $1

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ANS WER The minimum cost way to satisfy all customer demands is to send demand from facilities 5 and ... View the full answer