Question: Operations research What type of Linear Programming model is presented in the problem? How many standard (structural) constraints? How many decision variables? What is the
Operations research
Consider the following problem with 2 factories (F1 and F2) in Sybhan and Doha and 3 warehouses (W1. W2.W3) in Shuwaikh, Slaybiya, and Mina Abdullah. The item transportation cost from each factory to warehouse in KDs/Ton, supplies and demands are given in the table below. xij = no. of items transported from factory i to warehouse Supply Factory F1 F2 wi 35 23 Warehouse W2 33 26 W3 26 21 2300 4500 Demand 1600 1900 3100 What type of Linear Programming model is presented in the problem?
How many standard (structural) constraints?
How many decision variables?
What is the objective function for this problem?
What is the supply constraint for Warehouse 1?
What is the supply constraint for Warehouse 2?
What is the supply constraint for Warehouse 3?
What is the demand constraint for Factory 1?
What is the demand constraint for Factory 2?
Solve the problem using Excel. What is the value of the objective function?
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