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Given the following all-integer linear programming problem:
Max 3x1 + 10x2
s.t.2x1 + x2 < 5
x1 + 6x2 < 9
x1 - x2 > 2
x1,x2 > 0 and integer
a.Solve the problem graphically as a linear program.
b.Show that there is only one integer point and that it is optimal.
c.Suppose the third constraint was changed to x1 - x2 > 2.1.What is the new optimal solution to the LP? To the ILP?
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A complex system of nerves and networks in the brain, involved with instinct and mood control, and the basic emotional drives.
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One of the five basic tastes, characterized by a savory or meaty flavor, and attributed to the presence of glutamates and nucleotides.
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