Question: Given the following mathematical program: MaxZ = 2 * * x + 2 * * y subject to x + 2 * * y 3

Given the following mathematical program:
MaxZ=2**x+2**y
subject to
x+2**y3
2**x+y5
x,y0,x,y integer
Which of the following are true?
The optimal solution value for this problem is strictly less than the optimal solution value for the corresponding linear programming relaxation.
(x,y)=(2.0,1.0) is a feasible solution for this problem.
The optimal solution for this problem occurs at a feasible corner point for the linear programming relaxation.
None of the answers are correct.
The linear programming relaxation for this problem has 3 feasible corner points.
Given the following mathematical program: MaxZ=2**x+2**y subject to x+2**y3 2**x+y5 x,y0,x,y

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