Question: For the following Linear Programming problem, use the Graphical Approach to find the Optimum Point and Optimum Solution: Maximize Zmax = 4 X + 5

For the following Linear Programming problem, use
For the following Linear Programming problem, use the Graphical Approach to find the Optimum Point and Optimum Solution: Maximize Zmax = 4 X + 5 Y Subjected to: 3 X + 5 Y = 20 X + Y 0 Then use the Sensitivity Analysis to analyze the changes in the above mathematical model for the following: a. If the contribution rate of the product Y jumps up to 7? b. If the available resource for the second constraint decreases to 5? c. From above (part b), Does the optimum point remain the same

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