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Maximize the objective function 3x + 5y subject to the constraints. x + 2y = 32 3x + 2y = 36 X58 X20, y20 The maximum value o

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maximize 3x + sy 4 X 48 40,18) (0,161 A (B 0,81 X+2432 X (80) (120) (320 34+24 836 From above figure, function is in shaded ASO A (2,15 h & For co-ordinates of point-B, X=8 & X+2y = 32 :: x=8 &ty=12 foi So B (8,12) q For co-ondinates of Point- x=8 ?BY THIS WAY, ANSWER OF GIVEN PROBLEM.

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