Home
Class 12
MATHS
The objective function Z= x1 +x2 subje...

The objective function `Z= x_1 +x_2 ` subject to `x_1 + x_2 le 15 , -2 x_1 + 3x_2 le 15, x_1le6 , x_2 ge0` has maximum value of the feasible region (a) at only one point (b) at only two points (c) at every point of the segment joining two points (d) at every point of the line joining two points

Promotional Banner

Similar Questions

Explore conceptually related problems

The objective function z = x_1 + x_2 , subject to x_1 + x_2 leq 10,-2x_1 + 3x_2 leq 15,x_1 leq 6,x_1 ,x_2 geq 0 has maximum value of the feasible region.

The objective function Z=x_(1)+x_(2), subject to x_(1) +x_(2) le 10 , - 2x _(1) +3x_(2)le 15, x x_(1) le 6,x_(1),x_(2) ge 0 has maximum value ________ of the feasible region .

The objective function z=x_(1)+x_(2), subject to x_(1)+x_(2)<=10,-2x_(1)+3x_(2)<=15,x_(1)<=6,x_(1),x_(2)<=0 has maximum value of the feasible region.

The objective function Z=4x_(1) +5x_(2) , Subject to 2x_(1) +x_(2) ge 7,2x_(1)+3x_(2) le 15,x_(2)le 3, x_(1),x_(2)ge 0 has minimum value at the point

The objective function Z=x_1+x_2 subject to the constraints: x_1+x_2leq10,-2x_1+3x_2leq15,x_1leq6, x_1,x_2geq0 has maximum value ________________ of the feasible region .

The objective function, z=4x_(1)+5x_(2), subject to 2x_(1)+x_(2)ge7,2x_(1)+3x_(2)le15,x_(2)le3,x_(1),x_(2)ge0 has minimum value at the point

The objective function, z=4x_(1)+5x_(2), subject to 2x_(1)+x_(2)ge7,2x_(1)+3x_(2)le15,x_(2)le3,x_(1),x_(2)ge0 has minimum value at the point

Maximize: Z=3x_1+2x_2 "Subject to:-2x_1+x_2 le 1 x_1 le 2 x_1+x_2 le 3 x_1,x_2 ge 0

Maximize z = -x_(1) + 2x_(2) Subject to -x_(1) + x_(2) le 1 -x_(1) + 2x_(2) le 4 x_(1), x_(2) le 0

Minimize Z= 5x_1+3x_2 ''Subject to ":x_1+x_2 le 2 2x_1+x_2 ge 4 x_1,x_2 ge 0