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

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 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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