Question: Please help me with these three questions below! Consider the following transportation problem with the costs below. 2 6 2 Source 1 2 3 4

Please help me with these three questions below!

Consider the following transportation problem with the costs below. 2 6 2 Source 1 2 3 4 Demand 1 5 4 3 9 250 Supply 100 200 150 50 6 7 250 How many supply side constraints will be there in the above linear programing Formulation? (A) 1 (B)2 (C) 3 (D) 4 (E) 5 Assume that the first subscript of the variable represents the source and the second subscript represents the destination, which one of the following Linear Programing equation will represent demand side constraint? (A) x11 + x12 = 100 (B) x21 + x22 = 200 (C) x12 + x22 + x32 + x42 = 250 (D) x11 + x22 = 250 If the optimal solution in #4 includes X11 = 100 and X22=200, determine the remaining shipment that will result in a cost of $1700. (A) x31 = 150,x42 = 50 (B) x21 = 200,x22 = 50 (C) x21 = 200,x22 = 50 (D) None of the choice presented is correct

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