1) What is the profit-per-unit at which the production plan will change for each type of wine?
MAX Z = 9000X1 + 12000X2
ST 4X1 + 8X2 64 (Grapes)
5X1 + 5X2 50 (Storage)
15X1 + 8X2 120 (Processing Time)
X1 7 (Demand for Valley Nectar Wine)
X2 7 (Demand for Valley Red Wine)
X1, X2 0
X1 X2 RHS Dual
Maximize 9000 12000
Constraint 1 4 8 64 750 (Grapes)
Constraint 2 5 5 50 1200 (Storage)
Constraint 3 15 8 120 0 (Processing Time)
Constraint 4 1 0 7 0 (Demand for Valley Nectar Wine)
Constraint 5 0 1 7 0 (Demand for Valley Red Wine)
Solution-> 4 6 108000
Variable Value Reduced Cost Original Val Lower Bound Upper Bound
X1 4 0 9000 6000 12000
X2 6 0 12000 9000 18000
Constraint Dual Value Slack/Surplus Original Val Lower Bound Upper Bound
Constraint 1 750 0 64 57.1429 68
Constraint 2 1200 0 50 45 52.7273
Constraint 3 0 12 120 108 Infinity
Constraint 4 0 3 7 4 Infinity
Constraint 5 0 1 7 6 Infinity
Variable Status Value
X1 Basic 4
X2 Basic 6
slack 1 NONBasic 0
slack 2 NONBasic 0
slack 3 Basic 12
slack 4 Basic 3
slack 5 Basic 1
Optimal Value (Z) 108000
We need at least 10 more requests to produce the answer.
0 / 10 have requested this problem solution
The more requests, the faster the answer.
1) What is the profit-per-unit at which the production plan will change for each type of...
A company produces two products: X1and X2. The profit per unit of product is $250 for X1 and $550 for X2. The company has developed a linear programming model to maximize profit for next month and has run it on QM for Windows. The following is the QM Ranging report.(The company has already paid for all resources that are required in the mode.) Variable Value Reduced Cost Original Val Lower Bound Upper Bound X1 400 ...
A company produces two products: X1and X2. The profit per unit of product is $250 for X1 and $550 for X2. The company has developed a linear programming model to maximize profit for next month and has run it on QM for Windows. The following is the QM Ranging report.(The company has already paid for all resources that are required in the mode.) Variable Value Reduced Cost Original Val Lower Bound Upper Bound X1 400 ...
The Valley Wine Company produces two kinds of wine—Valley Nectar and Valley Red. The wines are produced from 64 tons of grapes the company has acquired this season. A 1000-gallon batch of Nectar requires 4 tons of grapes and a batch of Red requires 8 tons. However, production is limited by the availability of only 50 cubic yards of storage space for aging and 120 hours of processing time. A batch of each type of wine requires 5 cubic yards...
Use Computer Output 4. If you could increase the right hand side of one constraint by one unit, which one would you choose? constraint 1 constraint 4 constraint 2 constraint 3 Optimal Obj. Value 48,450 Z = Reduced Cost Variable Value 25 0 X1 425 10 X2 150 0 X3 0 -45 X4 Slack and Surplus Dual Value Constraint 1 0 3 2 25 0 0 60 0 -17 Obj. Coefficient Variable Allowable Allowable Decrease Increase 1E+30 90 6 X1...
E utes, 30 seconds Question Completion Status: QUESTION 30 Question relates to questions 30-34 Cone Mills manufactures denim and corduroy cloth. 1 yard of Corduroys requires 75 pound of cotton and 3.2 manhours. 1 yard of denim requires 5 pounds of cotton and 3 man hours. Corduroy demand is limited to 510 yards. There is no limit on denim demand. Cone Mills profit for denim 2.25 per yard and for corduroy 3.10. Below is part of the POM output for...
QUESTION 26 1 points Save Answer If the per unit profit associated with each pair of deluxe gloves is increased by $5, what is the impact on the optimal solution and on the total profit? Objective Cell (Max) Name Cell Original Value Final Value SBS4 Objective Function (Maximize Profit) 294 Variable Cells Cell Name Orginal Value Final Value Integer 24 Contin SBSI X11# of standard goes) X2 ( ะ of de luxe doves) SBS2 14 Contirn Constraints Cell Value Cell...
If the per unit profit associated with producing the standard glove were to increase by $3 a pair, what would the impact be on the total profit? Obje ctive Cell (Max) Original Value Final Value Cell Name $B54 Obje ctive Function (Maxim ize Profit) 218 Variable Cells Integer 18 Contin 16 Contin Original Value Final Value Cell Name $B$1 X1(#of standard gloves) $852 X2(#of deluxe gloves) Constraints Cell Cell Value Formula Status Slack Name $B$8 1) Constraint#1 (le ather cutting...
3 Gepbab Production Company uses labor and raw material to produce three products. The resource requirements and sales price for the three products are as shown in Table 10. Currently, 60 units of raw material are available. Up to 90 hours of labor can be purchased at Sl per hour. To maximize Gepbab profits, solve the following LP: max z = 6X1 + 8X2 + 13X3 - L s.t. 3X1 + 4X2 + 6X3 - LS 0 2X1 + 2X2...
the fifth question change in the profit of each firm rom (1 (iii) What is the percentage 4. (a) There is only one firm in a market. This firm has 100 plants, each produces according to cos function c(q) q2 The market demand is p = 18-100 Find the price, output and profit. (b) If each plant in (a) is now controlled by different owners and they behave competitively, find th market price and market output. (c) How much is...
the fourth question change in the profit of each firm rom (1 (iii) What is the percentage 4. (a) There is only one firm in a market. This firm has 100 plants, each produces according to cos function c(q) q2 The market demand is p = 18-100 Find the price, output and profit. (b) If each plant in (a) is now controlled by different owners and they behave competitively, find th market price and market output. (c) How much is...