Question: Question 1 a: ( 2 0 pts ) Solve the following linear programming model graphically. maxZ = 4 x 1 + 3 x 2 subject

Question 1a: (20 pts) Solve the following linear programming model graphically.
maxZ=4x1+3x2
subject to6x1+8x2520
3x1+2x2190
x150
x250
x1,x20
Interpret the change in the optimal point if the objective function coefficient of x1
decreases to 2.(Solve it on paper, not on excel)
Question 1a: (20 pts) Solve the following linear programming model graphically.

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