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In the given graph, the feasible region ...

In the given graph, the feasible region for a LPP is shaded.
The objective function Z = 2x – 3y, will be minimum at:

A

(4, 10)

B

(6, 8)

C

(0, 8)

D

(6, 5)

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In the given figure, if the shaded region is the feasible region and the objective function is z = x - 2y, the minimum value of Z occurs at:

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Based on the given shaded region as the feasible region in the graph, at which point(s) is the objective function Z = 3x + 9y maximum?

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The feasible solution for a LPP is hown as below, Let Z =3x -4y be the objective function . Then, Minimum of Z occurs at

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