Question: Question 2 Consider the following linear program (LP): Max Z=-3*x + 4*y subject to -X + 2*x - X + y 1 y 2 y
Consider the following linear program (LP): MaxZ=3x+4y subject to x+y12xy2x+y4x,y0 Which of the following are true? Note: For these problems the LP is similar except the constraints may change from "greater-than-or-equal to" to "less-than-or-equal to" or vice versa. For each problem, check your constraints and the feasible region carefully. This LP has a bounded feasible region. The solution where x=y is always feasible for an y and y greater than or equal to 0. (x,y)=(3.0,3.0) is feasible comer point to this LP. There are three feasible corner points in this linear program. None of the answers are correct
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