I'm experimenting with using GeoGebra for the teaching of linear programming, and I'm particularly interested in sensitivity (post-optimality) analysis; currently shadow prices - what happens if a constraint resource is increased by one unit.
To do this, I'd like to apply the objective function to each of the vertices of the feasible region, which means I need some way of defining a function whose input is a point, and whose definition depends on the point coordinates, such as:
Z(P) = 3*x(P)+2*y(P)
However, I can't get such a definition to work. If I could, then I could solve the problem by simply mazimizing the function over the vertices of the feasible region.
Can I do this - define a function of a point that uses its coordinates? Thanks!
The same question 
Try this:
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