Question: Consider the following instance of the Transportation problem: table [ [ , 1 , 2 , 3 , Supply ] , [ A ,

Consider the following instance of the Transportation problem:
\table[[,1,2,3,Supply],[A,7,2,5,12],[B,3,8,1,18],[C,4,9,2,5],[,,,,],[Demand,10,10,15,]]
a) Give the total cost associated with the followhg (basic) feasible shipping solution.
\table[[,1,2,3,Supply],[A,10,,2,12],[B,,10,8,18],[C,,,5,5],[Demand,10,,,]]
b) Find the "network cost" of (A,2), i.e., the cost to ship from location A to location 2 using the links in the shipping solution. Is this cost larger or smaller than the cost of shipping directly from A to 2?
c) Perform a single "pivot" to find a new (basic) shipping solution that uses link (A,2).
 Consider the following instance of the Transportation problem: \table[[,1,2,3,Supply],[A,7,2,5,12],[B,3,8,1,18],[C,4,9,2,5],[,,,,],[Demand,10,10,15,]] a) Give

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