max 10x1+x2 st 2x1+3x2=0 (3) X1&x2>=0 a) Plot the problem b) Identify the feasible solution space c) Identify the candidate optimum points (label them on the graph) d) Find the optimal values of the variables and objective function e) Identify the binding constraints f) Calculate the slack/surplus of each g) Identify the non-b constraints h) Calculate the slacks/surplus of each i) Identify the redundant constraints j) What is the maximum allowed increase of resource 1 k) Calculate the unit worth of resource 1 1) Calculate the unit worth of resource 3 m) If given the option of increasing either resource 1 or resource 3, which one would select, why? n) Calculate the maximum increase in the objective function coefficient of x2 such that the solution remains optimal 0) Comment on the values of the unit worth obtained in parts (k) and (1)