Question: 2. Consider the following Linear Program with a linear objective function, f(x1,x2). min f(x1,x2) s.t. 2x + x xy + 2x2 > 40 260 *1,42

2. Consider the following Linear Program with a

2. Consider the following Linear Program with a linear objective function, f(x1,x2). min f(x1,x2) s.t. 2x + x xy + 2x2 > 40 260 *1,42 20 . Draw the feasible region. Find all of the extreme points. What will be the optimal solution if f(x1,x2) = x, + x2 . Find f(x,x) such that There is a unique solution. What is the optimal solution? There are alternative solutions. What is the optimal solution? The solution is unbounded. There is no feasible solution

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