Question: Solve the following linear programming model graphically. min Z =8 x 1+6 x 2 subject to 4 x 1+2 x 220 x 1+ x 26

Solve the following linear programming model graphically.

minZ=8x1+6x2

subject to 4x1+2x220

x1+x26

x1, x20

Interpret the change in the optimal point, if the objective function coefficient of x1 increases to 12.

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