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Consider the following linear programming problem: Max 5X + 2Y s.t. 1X - 2Y

Consider the following linear programming problem:

Max 5X + 2Y

s.t.

1X - 2Y <= 420

2X + 3Y <= 610

6X - 1Y <= 125

X, Y >= 0

Graph the constraints and shade the area that represents the feasible region. (Paste graph below.) Find the solution to the problem using either the extreme points method or the isoprofit method. What is the maximum feasible value of the objective function?

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