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DO NOT GIVE ME WRONG ANSWERS. DO NOT REPEAT THE ANSWERS I HAVE WRITTEN. THEY ARE MARKED WRONG FOR A REASON.
IF YOU ARE NOT GIVING ME CORRECT ANSWERS, DO NOT ANSWER.
I HAVE ASKED THIS QUESTION SEVERAL TIMES NOW.
EASY TO READ ANSWERS ONLY FOR ALL PARTS NO INCOMPLETES.
Management asks you to assist the production scheduler in model development. (a) Using these variables, develop a constraint for each month that will satisfy the following demand requirement. (BeginningInventory)+(CurrentProduction)(EndingInventory)=(ThisMonthsDemand) May x1s1=200 June s1+x2s2=600 July s2+x3s3=600 August s3+x4=600 xi,si0,i=1,2,3,4 and dpi be the deviation variable above the target value of goal i for i=1,2,3.) May to June Your answer(s) should be in the form of expression(s). June to July July to August xi,si,dpi,dni0,i=1,2,3,4 and July. (Let dni be the deviation variable below the target value of goal i, and dpi be the deviation variable above the target value of goal i for i=4,5,6 ) May Your answer(s) should be in the form of expression(s). June July si,dpjdnj0,i=1,2,3andj=4,5,6 (d) In addition to the goal equations developed in parts (b) and (c), develop constraints for the production capacities for each month. May June July x3800 August xi0,i=1,2,3,4 parts (a) - (d), can be used to determine the best production schedule. Develop and solve a goal programming model to determine the best production schedule. Min What is the optimal solution to the goal programming model? (x1,x2,x3,x4,s1,s2,s3,s4)=([x(B))Step by Step Solution
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