Question: Given the following linear programming problem: Min Z = 2 x + 8 y Subject to ( 1 ) 8 x + 4 y >

Given the following linear programming problem:
Min Z =2x +8y
Subject to (1)8x +4y >/=64
(2)2x +4y >/=32
(3) y >/=2
What would the optimum amounts of x and y be in terms of cost minimization?

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