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Total Cost Minimization Transportation Problem -A Case Study of Carl Star. September 2020. International Journal of Innovative Research & Growth 9 (11):97 - 106. DOI: 10.26671/IJIRG.2020.11.9.102.
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Total Cost Minimization Transportation Problem -A Case Study of Carl Star. September 2020. International Journal of Innovative Research & Growth 9 (11):97 - 106. DOI: 10.26671/IJIRG.2020.11.9.102.

A reader should be versed in linear algebra and comfortable with mathematical proofs . Linear Programs (LP’s) 2/22 A linear program is an optimization problem of the form mincTx A1x ≤ b1 A2x =b2 A3x ≥ b3 x ∈ Rn c ∈ Rn,b i ∈ Rm i,A i ∈ Rm i×n,i =1,2,3 x is the vector of variables cTx is the cost or objective function A1x ≤ b1.
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  • The least cost for our transportation problem is $2,025. To return to our original example, ... Go to Linear Programming Ch 9. Sensitivity Analysis in Business Go to ...
  • A linear programming problem has two basic parts: First Part: It is the objective function that describes the primary purpose of the formation to maximize some return or to minimize some. Second Part: It is a constant set, It is the system of equalities or inequalities which describe the condition or constraints of the restriction under which ...
  • The distri­bution costs also differ for various routes used from production plant to warehouse and to sales outlet. Management must decide the shipping assignments, i.e., how many units should go from each sales out­let, with a minimizing view to shipping cost. Such problems can be solved by transportation and L.P. techniques.
  • 3. Transportation Issues: It is used to determine the transportation schedule to locate the most cost-effective method of carrying a product from various plants/factories to various markets. Problems involving linear programming are referred to as linear programming problems. To solve linear programming problems, you must first understand the ...