The graph of linear programing problem is given below.The shaded region is the feasible region.The objective function is
`Z=3x+2y`
Find the Max Z.

The graph of linear programming problem is given below.The shaded region is the feasible region.The objective function is Maximise, Z =px+qy If the Max,Z occurs at A and B,what is the relation between pand q?

The graph of linear programing problem is given below.The shaded region is the feasible region.The objective function is Z=px+qy Write the constraints.

The graph of linear programing problem is given below.The shaded region is the feasible region.The objective function is Z=px+qy What are the co ordinates of the corners of the feasible region.

The graph of linear programming problem is given below.The shaded region is the feasible region.The objective function is Maximise, Z =px+qy If q=1, write the objective function when maximum of Z occures at A and B.

Consider the linear inequalities 2x+3yle6 , 2x+yle4 , x,yge0 Mark the feasible region.

Consider the linear programming problem: Minimise Z=-3x+4y Subject to x+2yle8 , 3x+2yle12 ,x,y >.0 Mark its feasible region.

Find the area of the region bounded by y=2 x+1, y=3, y=5 and the y axis.

Consider the linear programming problem: Minimise Z=3x+9y subject to the constraints: x+3yle60 x+yge10 , xley , xge0 , yge0 . Find the vertics of the feasible region.

Consider the linear programming problem: Maximize z=4x+y Subject to constraints: x+yle50 , 3x+yle90 , x,yge0 Draw the feasible region.