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using the following system of inequalities find the maximum value of f(x,y)=3x+8y x≥0 y≥0 3x+2y≤18 6x+7y≤42
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@Nnesha can you help please!!!
\(f\) is an objective function and here we have a simple linear programming problem in two variables
plot the inequalities and find their points of intersection
then test the four points of intersection you'll get in the objective function and the largest value you get is the maximum
this is because a linear objective function defined on a polytope takes extreme values at extreme points, i.e. vertices
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i have no clue how to do any of that , can someone help
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