MAX 131]}:1" lBXl+2K; 15(1- 213-133 244'] 3K1+ 4X: " til-{3 '_:: 23C. 4):] + 5X2 333 E32\" 511- 1331::- 12K; "_- 6'55 xieo h. What is the optimal objective function value if the objective function coefficient for K2 changes to Elf}? i. What is the optimal objective function value if the HHS value of the first constraint increases to 45!]? j. What is the optimal objective function value if the HHS value of the last constraint decreases b 1th}? kaill the current solution remain optimal if the objective function coefficients for Kl, X2, and X3 all decrease by 2? What is the new optimal value? You should show all your work. You should do the following to receive full credit: Calculate overall changes. Interpret the result of the 100% rule. and calculate the new optimal value. 1. What is the optimal objective function value if the RHS value of the first constraint decreases by 5, the RHS value of the second constraint increases by 3, the HHS value of the third constraint increases by 5, and the RHS value of the fourth constraint decreases by If]? You should do the following to receive full credit: Calculate overall changes. Interpret the result of the 1m% rule, and calculate the new optimal value. m. Which constraints are binding