Solve the following linear program using both the graphical and the simplex methods:
Max |
2X1 |
+ 8 X2 |
|
|
s.t. |
|
|
|
|
|
3X1 |
+ 9X2 |
>= |
15 |
|
2X1 |
+ X2 |
<= |
12 |
|
X1, X2 |
>= |
0 |
Show graphically how the simplex method moves from one basic feasible solution to another. Find the coordinates of all extreme points of the feasible region.
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