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Solve the Following Linear Programming Problem graphically : Maximise `Z = 3x + 4y`subject to the constraints : `x+ylt=4,xgeq0,ygeq0`. |
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Answer» We can create a triangle with the given constraints. Please refer to video for the graph. From, the graph, coordinates of triangle are, `A(0,0),B(4,0) and C(0,4)` As `Z = 3x+4y` At `A(0,0), Z = 0` At `B(4,0), Z = 12` At `C(0,4), Z = 16` So, maximum value of `Z` will be `16` at `C(0,4)`. |
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