Question: Linear Programming Min 4x + y s.t 5x + 4y 2x+6y >=30; 3x+6y 5x>=20; x,y nonnegative Constraint Lines are drawn as follows: The optimal solution

Linear Programming

Min 4x + y

s.t 5x + 4y

2x+6y >=30;

3x+6y

5x>=20;

x,y nonnegative

Constraint Lines are drawn as follows:

Linear Programming Min 4x + y s.t 5x + 4y =30;

The optimal solution is the intersection of the following two lines: XXXX and XXXX

12 10 8 A 6 D B F 4 I 2 E G H 0 X 0 2 4 6 8 10 12 14 16

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