Problems:\ Problems 35:\ Formulate your study problem as a GP (Goal Programming) model, which means define decision variables, objective, and constraints using mathematica modelling.\ GP (Goal Programming): Toptancm fills orders for three products for a local warehouse Toptancm must determine how many of each product should be ordered at the beginning 0 the current month. This month, 400 units of product 1,500 units of product 2, and 300 unit of product 3 will be demanded. The cost and space taken up by one unit of each product ar shown in below table. If Toptancim runs out of stock before the end of the month, th stockout costs shown in below table are incurred. Toptancm has

17,000TL

to spend or ordering products and has 3700 square meter of warehouse space. A 1 TL penalty is assessec for each TL spent over the budget limit, and a 10 TL cost is assessed for every square meter 0 warehouse spac needed.\ Data for Toptancm Problem\ \\\\table[[,Space

(sqm)

,Cost,Stockout Cost],[Product 1,6,20,16],[Product 2,5,18,10],[Product 3,4,16,8]]

Problems: - Problems 35: - Formulate your study problem as a GP (Goal Programming) model, which means define decision variables, objective, and constraints using mathematica modelling. GP (Goal Programming): Toptancm fills orders for three products for a local warehouse Toptancm must determine how many of each product should be ordered at the beginning 0 the current month. This month, 400 units of product 1, 500 units of product 2, and 300 unit of product 3 will be demanded. The cost and space taken up by one unit of each product are shown in below table. If Toptancm runs out of stock before the end of the month, the stockout costs shown in below table are incurred. Toptancim has 17,000TL to spend or ordering products and has 3700 square meter of warehouse space. A 1 TL penalty is assessec for each TL spent over the budget limit, and a 10 TL cost is assessed for every square meter 0 warehouse spac needed