Question: Consider the following linear program: Min 2 A + 2 B s.t. A + 3 B 12 3 A + B 13 A - B
Consider the following linear program:
| Min | 2 A | + | 2 B | |||
| s.t. | ||||||
| A | + | 3 B | 12 | |||
| 3 A | + | B | 13 | |||
| A | - | B | = | 3 | ||
| A, B | 0 | |||||
- Choose the correct graph that shows the feasible region.
Graph (i)(i) Feasible Region
B
A
(ii) Feasible Region
B
A
(iii) Feasible Region
B
A
(iv) Feasible Region
B
A
- What are the extreme points of the feasible region? There are two extreme points: (A = 4, B = 1) and (A = 6.75, B = 3.75)
- Find the optimal solution. The optimal solution is A = , B =
Step by Step Solution
There are 3 Steps involved in it
Get step-by-step solutions from verified subject matter experts
