Question: you are given the following linear programming problem: subject to Maximize2X1X1+3X2X2Z16175=4X1+2X2(C1resource1)(C2resource2)(C3resource3) And X10,X20. (a) (15 points) Solve this problem either graphically or by the corner

you are given the following linear programming problem:

subject to Maximize2X1X1+3X2X2Z16175=4X1+2X2(C1resource1)(C2resource2)(C3resource3) And X10,X20. (a) (15 points) Solve this problem either graphically or by the corner point enumeration method. What is the optimal solution? Which constraints are binding (tight)? (b) (12 points) Find the shadow prices for the three resources. (c) (8 points) Determine how many additional units of resource 1 would be needed to increase the optimal value of Z by 15

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