State the dual problem. Use y1, y2,  y3 and y4 as the variables. Given: y1 ? 0, y2 ? 0,  y3 ? 0, and y4Maximizez = 3x1 + 2x2subject to:x1 + x2 ? 23 2x1 + x2 ? 12 x1 ? 0, x2 ? 0

A.

Minimizew = 23y1 + 12y2
subject to:y1 + 2y2 ? 3
 y1 + y2 ? 2
B.
Minimizew = 23y1 + 12y2
subject to:y1 + 2y2 ? 3
 y1 + y2 ? 2
C.
Minimizew = 12y1 + 23y2
subject to:2y1+ y2 ? 3
 y1 + y2 ? 2
D.
Minimizew = 12y1 + 23y2
subject to:2y1 + y2 ? 3
 y1 + y2 ? 2


Answer: A

Mathematics

You might also like to view...

Solve the problem.The equation for a hospital's blood supply is 6p2 + q2 = 1500, where p is the number of pints of blood the hospital can supply and q is the number of pints of blood demanded. Find .

A.  =  
B.  = 
C.  = 
D.  = 

Mathematics

Verify the identity.(1 + tan2 x)(1 - sin2x) = 1

What will be an ideal response?

Mathematics

Write in exponential form.log77-9 = -9

A. 9-7 = 9-7  B. 7-9 = 7-9  C. 7-9 = 9-7  D. 7-9 = log79

Mathematics

Solve using the addition principle.28 + x = -4

A. -24 B. 32 C. -32 D. 24

Mathematics