I want to this question's answer with using LP

W/C Laikiki, a clothing company, needs to determine the shipment of its pants and shirts from one if its factories located in Denizli to a central warehouse located in Ankara in the upcoming quarter. Excess inventory sent to the warehouse can be used to meet the future requirements but at a carrying cost. Pertinent data are given below: Total capacity (units) Month Product Pants Shirts Shipment required (units) 1,300 1,800 Shipping cost ($/unit) 0.30 0.25 Holding cost ($/unit/month) 0.06 8,000 0.05 0.40 2 7,000 Pants Shirts 4,000 4,000 0.09 0.06 0.30 6,000 Pants Shirts 5,000 2,000 0.50 0.35 0.12 0.07 (a) (15 points) Formulate an LP to minimize the total costs, and indicate the type of the model. (b) (4 points) Formulate an LP to minimize the maximum excess quantity of clothing in the warehouse. (c) [9 points) Suppose that the requirements for shipment are target values to ship, i.e., less or more can be shipped as well. Formulate an LP to minimize the total deviation from the targets