Question: WILL UP VOTE. NEED DONE ASAP Below is the graphical network representation of a transhipment problem. The number next to an edge (i.e. arrow) indicates

WILL UP VOTE. NEED DONE ASAP

WILL UP VOTE. NEED DONE ASAP Below is the

Below is the graphical network representation of a transhipment problem. The number next to an edge (i.e. arrow) indicates the unit cost for utilising it for shipping products. The number next to a node (i.e. circle) indicates the net flow of products flowing in (+ve) or out (-ve) of it. The number inside a node (i.e. circle) is its index. Formulate this transhipment problem as a linear programming problem. Write the corresponding mathematical formulation in the box provided for minimising the total shipping cost. (Note: you don't have to solve it) [4 points] Hints: - Denote Xij as the number of products to be shipped from node-i to node-j. - Check the total supply and demand. - You cannot ship a portion (say 0.5 unit) of a product over an edge. Below is the graphical network representation of a transhipment problem. The number next to an edge (i.e. arrow) indicates the unit cost for utilising it for shipping products. The number next to a node (i.e. circle) indicates the net flow of products flowing in (+ve) or out (-ve) of it. The number inside a node (i.e. circle) is its index. Formulate this transhipment problem as a linear programming problem. Write the corresponding mathematical formulation in the box provided for minimising the total shipping cost. (Note: you don't have to solve it) [4 points] Hints: - Denote Xij as the number of products to be shipped from node-i to node-j. - Check the total supply and demand. - You cannot ship a portion (say 0.5 unit) of a product over an edge

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