Please give me the MATLAB formulation for the following problem (9) :
onth 1, overtime labor, at a cost of $60 per unit. all units produced, 20% are unsuitable and cannot be used to meet of demand. Also, at the end of each quarter, 10% of all units labor. on hand spoil and cannot be used to meet any future cloth demands. After each quarter's demand is satisfied and n un spoilage is accounted for, a cost of $15 per unit is assessed with against the quarter's ending inventory. Formulate an LP that ost of can be used to minimize the total cost of meeting the next P that three quarters' demands. Assume that 20 usable units are oth that quarter, an unm Of cle d (on available at the beginning of quarter 1. s of 9 Donovan Enterprises produces electric mixers. During the next four quarters, the following demands for mixers hich must be met on time: quarter 1-4,000; quarter 2 -2,000; Table quarter 3-3,000; quarter 4-10,000. Each of Donovan's eive workers works three quarters of the year and gets one quarter ring off. Thus, a worker may work during quarters 1, 2, and 4 year. and get quarter 3 off. Each worker is paid $30,000 per year can and (if working) can produce up to 500 mixers during a 500 quarter. At the end of each quarter, Donovan incurs a holding S50 cost of $30 per mixer on each mixer in inventory. Formulate be an LP to help Donovan minimize the cost (labor and of inventory) of meeting the next year's demand (on time). At ng the beginning of quarter 1, 600 mixers are available. me odels strates how linear programming can be used to model multi- oblems. The key is to determine the relations of cash on hand stment onth 1, overtime labor, at a cost of $60 per unit. all units produced, 20% are unsuitable and cannot be used to meet of demand. Also, at the end of each quarter, 10% of all units labor. on hand spoil and cannot be used to meet any future cloth demands. After each quarter's demand is satisfied and n un spoilage is accounted for, a cost of $15 per unit is assessed with against the quarter's ending inventory. Formulate an LP that ost of can be used to minimize the total cost of meeting the next P that three quarters' demands. Assume that 20 usable units are oth that quarter, an unm Of cle d (on available at the beginning of quarter 1. s of 9 Donovan Enterprises produces electric mixers. During the next four quarters, the following demands for mixers hich must be met on time: quarter 1-4,000; quarter 2 -2,000; Table quarter 3-3,000; quarter 4-10,000. Each of Donovan's eive workers works three quarters of the year and gets one quarter ring off. Thus, a worker may work during quarters 1, 2, and 4 year. and get quarter 3 off. Each worker is paid $30,000 per year can and (if working) can produce up to 500 mixers during a 500 quarter. At the end of each quarter, Donovan incurs a holding S50 cost of $30 per mixer on each mixer in inventory. Formulate be an LP to help Donovan minimize the cost (labor and of inventory) of meeting the next year's demand (on time). At ng the beginning of quarter 1, 600 mixers are available. me odels strates how linear programming can be used to model multi- oblems. The key is to determine the relations of cash on hand stment
