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Problem 3. Consider the following linear program:
Min 3x + 3Y
X + 3Y 2 6
X +Y 24
X, Y 20
a) Identify the feasible region and find the optimal solution using the graphical solution
b) What is the value of the objective function?
c) Identify the three extreme-points and calculate the value of the objective function at each of
the extreme points.

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