Question: (2) Graphically solve the following problem. max 2 = - 2x1 + 3x2 s.t. X1 + x2 0 (a) Highlight the feasible region. (b) Draw

(2) Graphically solve the following problem. max

(2) Graphically solve the following problem. max 2 = - 2x1 + 3x2 s.t. X1 + x2 0 (a) Highlight the feasible region. (b) Draw two isoprofit lines and decide the increasing direction. (c) Write down the coordinates for all extreme points of the feasible region. (d) Find two alternative optimal exterme points. (e) What is the optimal value? (f) Which constraints are binding at the optimal solution? (g) Convert the LP to the standard form. (h) Write down the compact form (matrix from) of the standard LP in part (g)

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