please write mathematical model of it. draw the network of model and make transportation then convert transportation table from network. also solve this with Vogel method. please tell is it optimal with transportation mode? after getting optimal solution please change Xij and allow increase and decrease for delta as an interval.

this is but difficult and long I want expert Teacher solution in this question.

we have third demand as zero. The demand for ND is zero. now what are the possibilities?

IE Electronc has three plants in California, Anzona, and Texas and two major distribution centers in Nevada Flonda and North Dakota. The capacities of each plant are 1000 products, and the demands at the two distribution centers for the same penod are 2300 and 1400 products. Because of the deregulation of airfares, Company believes that it may be better to first fly some products to Nebraska or Montana and then fly them to their final destinations. The mileage chart between the plants and the distribution centers is given in Table The company in charge of transporting the products charges $ 0,08 per nule. There is a penalty for each weet distribution center demand as $0.05 per mile Minimize the shipping cost Nevada Flonda North Dakota Nebraska Montana California 1250 1000 1350 2690 2690 Arizona 1000 1275 1250 1250 1275 Texas 1350 1350 1000 1350 1000 Nebensla 1275 2690 1275 1350 Montana 2690 1250 2690 1000 er these questions according to problem given above Set up mathematical model. Draw the perwork Convert to transportation table from network Solse this problem by ning vogel's inethod Check the optimlity by asing transportation umplex and explain why it as optimal or ner? Titus not optunaal reach the optimal solutio(Hint Fustly you mast know initial solution) Suppose that we change the coefficient of Xij (select basse sanable abitanly) If we want to protect cu optimal value, show the allowable increase and decrease for delta as an interval. (Hint Firstly you must reach optimal solution) IE Electronc has three plants in California, Anzona, and Texas and two major distribution centers in Nevada Flonda and North Dakota. The capacities of each plant are 1000 products, and the demands at the two distribution centers for the same penod are 2300 and 1400 products. Because of the deregulation of airfares, Company believes that it may be better to first fly some products to Nebraska or Montana and then fly them to their final destinations. The mileage chart between the plants and the distribution centers is given in Table The company in charge of transporting the products charges $ 0,08 per nule. There is a penalty for each weet distribution center demand as $0.05 per mile Minimize the shipping cost Nevada Flonda North Dakota Nebraska Montana California 1250 1000 1350 2690 2690 Arizona 1000 1275 1250 1250 1275 Texas 1350 1350 1000 1350 1000 Nebensla 1275 2690 1275 1350 Montana 2690 1250 2690 1000 er these questions according to problem given above Set up mathematical model. Draw the perwork Convert to transportation table from network Solse this problem by ning vogel's inethod Check the optimlity by asing transportation umplex and explain why it as optimal or ner? Titus not optunaal reach the optimal solutio(Hint Fustly you mast know initial solution) Suppose that we change the coefficient of Xij (select basse sanable abitanly) If we want to protect cu optimal value, show the allowable increase and decrease for delta as an interval. (Hint Firstly you must reach optimal solution)