Multiple Choice
The dual of
Minimize
Z =
+ 3
Subject to
- 2
≥ 4
3
+
≥ 1
,
≥ 0
Is:
A) Maximize W = + 3
subject to
- 2
≤ 4; 3
+
≤ 1;
,
≥ 0.
B) Maximize W = + 3
subject to
+ 3
≥ 4; - 2
+
≥ 1;
,
≥ 0.
C) Maximize W = 4 +
subject to
- 2
≥ 1; 3
+
≥ 3;
,
, ≥ 0.
D) Maximize W = 4 +
subject to
+ 3
≤ 1; - 2
+
≤ 3;
,
≥ 0.
E) Maximize W = 4 +
subject to
+ 3
≥ 1; - 2
+
≥ 3;
,
≥ 0.
Correct Answer:

Verified
Correct Answer:
Verified
Q6: A chair company produces two models of
Q7: To make some extra money,you make two
Q8: A manufacturer produces two products,product A and
Q9: Use the simplex method to solve the
Q10: 4x - 2y ≤ 4 <img src="https://d2lvgg3v3hfg70.cloudfront.net/TB6578/.jpg"
Q12: Maximize<br>Z = 10x + 15y<br>subject to <img
Q13: Use the simplex method to minimize<br>Z =
Q14: Maximize<br>Z = 4x + y<br>subject to<br>-x +
Q15: 4x + y > -2 <img src="https://d2lvgg3v3hfg70.cloudfront.net/TB6578/.jpg"
Q16: Use the simplex method to minimize<br>Z =