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Question 20 Answer the following question using the output below. What are the binding constraints? Variable...
Question 18 5 pts Answer the following question using the output below. Determine the new objective...
Question 18 5 pts Answer the following question using the output below. Determine the new objective function value for this output, if the number of units of tomato sauce were reduced by 100. Variable Cells Final Reduced Objective Allowable Allowable Name Value Cost Coefficient Increase Dtgrease 0.25 Hot Salsa 560 1 0.107 Mild Salsa 240 1.25 1.15 3.25 Constraints Final Shadow Constraint Allowable Allowable Name Value Price R.H. Side Increase Decrease whole Tomatoes 4480 0.125 4480 1120 160 Tomato Sauce...
Problem 3. Tom's Inc, makes two salse prelucts Western Foods salsa and Mexico City salsa Essentially,...
Problem 3. Tom's Inc, makes two salse prelucts Western Foods salsa and Mexico City salsa Essentially, the two products have different blends of whole tomatoes, tomato sauce, and tomato paste. A jar of Western Foods salsa uses 5 ounce of whole tomatoes, 3 ounces of tomato sauce. and 2 ounces of tomato paste. Alar of Mexico City sale consists of 7 ounces of whole tomatoes, 1 ounce of tomato sauce, and 2 ounces of tomato paste. For the current production...
1.Using the sensitivity report below, answer the following question: Which constraints are binding? Name Final Value...
1.Using the sensitivity report below, answer the following question: Which constraints are binding? Name Final Value Reduced Cost Objective Coefficient Allowable Increase AllowableDecrease # Of Apple Pie 5.66 0 6 5.87 3.25 # Of Turnovers 35.25 0 0.75 0.89 0.55 # Of Cheesecake 4 0 8 1E+30 3.860759494 Name Value price R.H. Side Increase Decrease Apple Total 16.81 0 20.83 1E+30 4.02 Flour Total 5.7 6.17 5.7 2.67 2.98 Sugar Total 200 0.21 200 63.534 71.77 Cheese Total 15 1.03...
3. (6) If 161.2 kilos of carrots were available instead of 160, what is the shadow...
3. (6) If 161.2 kilos of carrots were available instead of 160, what is the shadow price of this resource? By how much the maximal profit will change in this case? Variable Cells Final Reduced Objective Allowable Allowable Coefficient Cell Name Value $C$12 brand A531.88 $D$12 brand B 64.36 Cost 0 0 Increase Decrease 3.21 5.4 1.33 Constraints Constraint Allowable Allowable Final Shadow Value 119.25 Price R.H. Side Increase Decrease Cell Name SFS5 beans $F$6 carrots 0.75 21.67 99.01 127.90...
Question 14 5 pts Consider the sensitivity report below for the problems which follow. 6 Variable...
Question 14 5 pts Consider the sensitivity report below for the problems which follow. 6 Variable Cells Name Cell $8$3 $C$3 x1 X2 Final Reduced Objective Allowable Allowable Value Cost Coefficient increase Decrease 34 67.333333333 4011 12 Constraints Cell Constraint Allowable Allowable RH. Side Increase Decrease Name $0$10 Extrusion Used $0$11 Packaging Used $D$12 Additive Used Final Shadow Value Price 48 3 18 11 12 0 18 16 2 1E30 4 Which of the following constraints are binding? Extrusion and...
5 pts Question 19 Hock Use the Excel Solver output for a Maximization LP problem to...
5 pts Question 19 Hock Use the Excel Solver output for a Maximization LP problem to determine by how much the objective function value will increase by if the RHS of the Space Constraint increases by 5 units. Objective Function Value = 26.40 Variable Cells Final Reduced Objective Allowable Allowable Name ValueCost CoefficientIncrease Decrease Variable 1 2.4 0 Variable2 24 0 6 1.5 2.67 Constraints Name Constraint Allowable Allowable R.H. Side Increase Decrease Final Shadow ValuePrice 12 0.6 6.4 0...
X1=130 and X2=0, optimal profit 32,500 Using the solver report and the sensitivity report answer the...
X1=130 and X2=0, optimal profit 32,500
Using the solver report and the sensitivity report
answer the question below. Please show your work:
Assume the marginal profit on the generators will
decrease by $25.00. Without solving the problem again, what is the
optimal profit for the company now?
We were unable to transcribe this imageDecision Variable Cells Final Reduced Objective Allowable Allowable Cell SCS4 Number to produce Generators SDS4 Number to produce Alternators Name Value Cost Coefficient Increase Decrease E+30 150.0000001...
(10) Problem #3 Using the Sensitivity Report output for the Blue Ridge Hot Tub example appearing ...
(10) Problem #3 Using the Sensitivity Report output for the Blue Ridge Hot Tub example appearing below: a. What is the range in the number of available pumps that will keep the current basis optimal assuming the amount of labor hours and tubing feet remain constant? b. Blue Ridge is considering introducing a new model of hot tub called the Typhoon-Tub. Suppose that each unit of this new model requires 1 pump, 12 hours of labor, and 13 feet of...
The sensitivity report is shown in Figure below SENSITIVITY REPORT FOR THE DIGITAL CONTROLS, INC., PROBLEM Variable Cel...
The sensitivity report is shown in Figure below SENSITIVITY REPORT FOR THE DIGITAL CONTROLS, INC., PROBLEM Variable Cells Model Final Reduced Objective Allowable Allowable Name Variable Value Coefficient Increase Decrease Cost Models A Manufactured 1.750 IE+30 AM 00.000 0.000 10.000 3.000 Models B Manufactured 0.000 2.333 BM 60.000 6.000 1.750 AP BP Models A Purchased E+30 1.750 0.000 90.000 14.000 0.000 3.000 Models B Purchased 9.000 2.333 Constraints Final Shadow Constraint Allowable Allowable Price Constraint Number Name R.H. Side Value...
a. What is the optimal solution in lay terms? What is the optimal value of the...
a. What is the optimal solution
in lay terms? What is the optimal value of the objective
function?
b. Which constraints are binding? Explain.
c. What are the shadow prices of demand for B constraint and
assembly time constraints? Interpret each.
d. If you could change the right-hand side of one constraint by
one unit (either increase or decrease), which one would you choose?
Why? Show all calculations.
e. State and interpret the ranges of optimality for any one of...
Question 18 5 pts Answer the following question using the output below. Determine the new objective function value for this output, if the number of units of tomato sauce were reduced by 100. Variable Cells Final Reduced Objective Allowable Allowable Name Value Cost Coefficient Increase Dtgrease 0.25 Hot Salsa 560 1 0.107 Mild Salsa 240 1.25 1.15 3.25 Constraints Final Shadow Constraint Allowable Allowable Name Value Price R.H. Side Increase Decrease whole Tomatoes 4480 0.125 4480 1120 160 Tomato Sauce...
Problem 3. Tom's Inc, makes two salse prelucts Western Foods salsa and Mexico City salsa Essentially, the two products have different blends of whole tomatoes, tomato sauce, and tomato paste. A jar of Western Foods salsa uses 5 ounce of whole tomatoes, 3 ounces of tomato sauce. and 2 ounces of tomato paste. Alar of Mexico City sale consists of 7 ounces of whole tomatoes, 1 ounce of tomato sauce, and 2 ounces of tomato paste. For the current production...
3. (6) If 161.2 kilos of carrots were available instead of 160, what is the shadow price of this resource? By how much the maximal profit will change in this case? Variable Cells Final Reduced Objective Allowable Allowable Coefficient Cell Name Value $C$12 brand A531.88 $D$12 brand B 64.36 Cost 0 0 Increase Decrease 3.21 5.4 1.33 Constraints Constraint Allowable Allowable Final Shadow Value 119.25 Price R.H. Side Increase Decrease Cell Name SFS5 beans $F$6 carrots 0.75 21.67 99.01 127.90...
Question 14 5 pts Consider the sensitivity report below for the problems which follow. 6 Variable Cells Name Cell $8$3 $C$3 x1 X2 Final Reduced Objective Allowable Allowable Value Cost Coefficient increase Decrease 34 67.333333333 4011 12 Constraints Cell Constraint Allowable Allowable RH. Side Increase Decrease Name $0$10 Extrusion Used $0$11 Packaging Used $D$12 Additive Used Final Shadow Value Price 48 3 18 11 12 0 18 16 2 1E30 4 Which of the following constraints are binding? Extrusion and...
5 pts Question 19 Hock Use the Excel Solver output for a Maximization LP problem to determine by how much the objective function value will increase by if the RHS of the Space Constraint increases by 5 units. Objective Function Value = 26.40 Variable Cells Final Reduced Objective Allowable Allowable Name ValueCost CoefficientIncrease Decrease Variable 1 2.4 0 Variable2 24 0 6 1.5 2.67 Constraints Name Constraint Allowable Allowable R.H. Side Increase Decrease Final Shadow ValuePrice 12 0.6 6.4 0...
X1=130 and X2=0, optimal profit 32,500
Using the solver report and the sensitivity report
answer the question below. Please show your work:
Assume the marginal profit on the generators will
decrease by $25.00. Without solving the problem again, what is the
optimal profit for the company now?
We were unable to transcribe this imageDecision Variable Cells Final Reduced Objective Allowable Allowable Cell SCS4 Number to produce Generators SDS4 Number to produce Alternators Name Value Cost Coefficient Increase Decrease E+30 150.0000001...
(10) Problem #3 Using the Sensitivity Report output for the Blue Ridge Hot Tub example appearing below: a. What is the range in the number of available pumps that will keep the current basis optimal assuming the amount of labor hours and tubing feet remain constant? b. Blue Ridge is considering introducing a new model of hot tub called the Typhoon-Tub. Suppose that each unit of this new model requires 1 pump, 12 hours of labor, and 13 feet of...
The sensitivity report is shown in Figure below SENSITIVITY REPORT FOR THE DIGITAL CONTROLS, INC., PROBLEM Variable Cells Model Final Reduced Objective Allowable Allowable Name Variable Value Coefficient Increase Decrease Cost Models A Manufactured 1.750 IE+30 AM 00.000 0.000 10.000 3.000 Models B Manufactured 0.000 2.333 BM 60.000 6.000 1.750 AP BP Models A Purchased E+30 1.750 0.000 90.000 14.000 0.000 3.000 Models B Purchased 9.000 2.333 Constraints Final Shadow Constraint Allowable Allowable Price Constraint Number Name R.H. Side Value...
a. What is the optimal solution
in lay terms? What is the optimal value of the objective
function?
b. Which constraints are binding? Explain.
c. What are the shadow prices of demand for B constraint and
assembly time constraints? Interpret each.
d. If you could change the right-hand side of one constraint by
one unit (either increase or decrease), which one would you choose?
Why? Show all calculations.
e. State and interpret the ranges of optimality for any one of...
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