Question: problem 10, please! Sensitivity Analysis and Interpretation of Soluti 340 Chapter 8 Linear Programming: Sensitivity Analysis and Interpre FIGURE 8.16 SENSITIVITY REPORT FOR THE TOM'S

problem 10, please! problem 10, please! Sensitivity Analysis and

Sensitivity Analysis and Interpretation of Soluti 340 Chapter 8 Linear Programming: Sensitivity Analysis and Interpre FIGURE 8.16 SENSITIVITY REPORT FOR THE TOM'S INC., PROBLEM Neal Variable Cells Model Variable Final Value 560.000 240.000 Reduced Cost 0.000 0 000 Objective Coefficient 1.000 1.250 Allowable Increas 0.250 0.150 Name Western Foods Salsa Mexico City Salsa AL Constraints Constraint Number RH. Side Dec Name Whole tomatoes Tomato sauce Tomato paste Final Value 4480.000 1920.000 1600.000 Shadow Price 0.125 0.000 0.188 Constraint R.H. Side 4480.000 2080.000 1600,000 16 Allowable Increase 1120.000 TE+30 40.000 320 mm 3 leads to the formulation: Max 1W + 1.25M S.L. 5W + 7M 5 4480 Whole tomatoes 3W + 1M s 2080 Tomato sauce 2W + 2M S 1600 Tomato paste WM 20 The sensitivity report is shown in Figure 8.16. a. What is the optimal solution, and what are the optimal production quantities! b. Specify the objective coefficient ranges. c. What are the shadow prices for each constraint? Interpret cach. d. Identify cach of the right-hand-side ranges. 10. Recall the Innis Investments problem (Chapter 7 Problem 39). Letting S units purchased in the stock fund M - units purchased in the money market fund SELF test leads to the following formulation: Min 85+ 3M S.L. 508 + 100M $ 1.200.000 Funds available 5S + M2 60,000 Annual income M2 3 ,000 Units in money market SM 20 the minimum total risk? The sensitivity report is shown in Figure 8.17. What is the optimal solution, and what is the minimum to b. Specify the objective coefficient ranges. C. How much annual income will be earned by the portfolio d. What is the rate of return for the portfolio? e. What is the shadow price for the funds available constra What is the marginal rate of return on extra funds added to led to the portfolio Sensitivity Analysis and Interpretation of Soluti 340 Chapter 8 Linear Programming: Sensitivity Analysis and Interpre FIGURE 8.16 SENSITIVITY REPORT FOR THE TOM'S INC., PROBLEM Neal Variable Cells Model Variable Final Value 560.000 240.000 Reduced Cost 0.000 0 000 Objective Coefficient 1.000 1.250 Allowable Increas 0.250 0.150 Name Western Foods Salsa Mexico City Salsa AL Constraints Constraint Number RH. Side Dec Name Whole tomatoes Tomato sauce Tomato paste Final Value 4480.000 1920.000 1600.000 Shadow Price 0.125 0.000 0.188 Constraint R.H. Side 4480.000 2080.000 1600,000 16 Allowable Increase 1120.000 TE+30 40.000 320 mm 3 leads to the formulation: Max 1W + 1.25M S.L. 5W + 7M 5 4480 Whole tomatoes 3W + 1M s 2080 Tomato sauce 2W + 2M S 1600 Tomato paste WM 20 The sensitivity report is shown in Figure 8.16. a. What is the optimal solution, and what are the optimal production quantities! b. Specify the objective coefficient ranges. c. What are the shadow prices for each constraint? Interpret cach. d. Identify cach of the right-hand-side ranges. 10. Recall the Innis Investments problem (Chapter 7 Problem 39). Letting S units purchased in the stock fund M - units purchased in the money market fund SELF test leads to the following formulation: Min 85+ 3M S.L. 508 + 100M $ 1.200.000 Funds available 5S + M2 60,000 Annual income M2 3 ,000 Units in money market SM 20 the minimum total risk? The sensitivity report is shown in Figure 8.17. What is the optimal solution, and what is the minimum to b. Specify the objective coefficient ranges. C. How much annual income will be earned by the portfolio d. What is the rate of return for the portfolio? e. What is the shadow price for the funds available constra What is the marginal rate of return on extra funds added to led to the portfolio

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