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Question -

Maximise Z = 3x + 2y
subject to 



Answer -

The feasible region determined by the constraints, x +2y ≤10, 3x + ≤15, x ≥0, and y ≥0, is given below

A (5, 0), B (4, 3), C (0, 5) and D (0, 0) are the corner pointsof the feasible region.

The values of Z at these corner points are given below

Corner point

Z = 3x + 2y

A (5, 0)

15

B (4, 3)

18

Maximum

C (0, 5)

10

Hence, the maximum value of Z is 18 at the point (4, 3)

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