For the LPP , maximize z = x + 4y subjec...

For the LPP , maximize z = x + 4y subject to the constraints `x+2yle2,x+2yge8,x,yge0`

A

(a) `z_("max")=4`

B

(b) `z_("max")=8`

C

(c) `z_("max")=16`

D

(d) has no feasible solution

Verified by Experts

The correct Answer is:

D

Similar Questions

Explore conceptually related problems

The maximum of z = 5x+2y , subject to the constrainsts x+yle7,x+2yle10,x,yge0 is

The maximum value of z = 4x +2y subject to the constraints 2x+3yle18,x+yge10,x,yge0 is

The maximum value of z = 4x +3y subject to the constraints 3x+2yge160,5x+2yge200,x+2yge80,x,yge0 is

The maximum value of 4x +5y subject to the constraints x+yle20,x+2yle35,x-3yle12 is

The maximum value of P = 3x +4y subject to the constraints x+yle40,2yle60,xge0 and yge0 is

The point at which , the maximum value of (3x+2y) subject to the constraints x+yle2,xge0,yge0 obtained , is

The maximum value of F = 4x + 3y subject to constraints xge0,yge2,2x+3yle18,x+yge10 is