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)+(CurrentProductio May Enter an equation, June July Enter an equation. Euguster an equation. Enter an equation. xi,si0,j=1,2,3 and di be the deviation variable above the target value of goal i for j=1,2,3. ) May to June June to July July to August xj,si,dp,rdnj0,i=1,2,3,4 and July. (Let dn be the deviation variable below the target value of goal js and dv be the deviation variable above the target value of goal / for i=4,5, 6. ) May June July sirdpj,djj0,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 August xi0,j=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)=( 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)+(CurrentProductio May Enter an equation, June July Enter an equation. Euguster an equation. Enter an equation. xi,si0,j=1,2,3 and di be the deviation variable above the target value of goal i for j=1,2,3. ) May to June June to July July to August xj,si,dp,rdnj0,i=1,2,3,4 and July. (Let dn be the deviation variable below the target value of goal js and dv be the deviation variable above the target value of goal / for i=4,5, 6. ) May June July sirdpj,djj0,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 August xi0,j=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)=(