1) draw feasible region and the direction of the objective function. 2) use sketch to find an optimal solution, objective values. If optimal solution does not exist explain why. 3) find the standard...

1) draw feasible region and the direction of the objective function. 2) use sketch to find an optimal solution, objective values. If optimal solution does not exist explain why. 3) find the standard equation form 4) list all the basic feasible solutions of your standard equation.

Extracted text: maximise 2.x1 +2 subject to X1 – X2 < 1,="" 2x1-="" x2="" 2="" 1,="" 2x1="" +="" 2x2="" 2="" 4,="" x1,="" x2="">