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Graph the system of inequalities. Then state whether the situation is infeasible, has alternate optimal solutions, or is unbounded. (Assume that x> 0 and y> 0) 4y> 1 6x + 5y< 3 3x+y > 5 F(x, y) = x+y
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Graph the system of inequalities. Then state whether the situation is infeasible, has alternate optimal solutions, or is

unbounded. (Assume that x> 0 and y> 0)
4y> 1
6x + 5y< 3
3x+y > 5
F(x, y) = x+y

Graph the system of inequalities. Then state whether the situation is infeasible, has-example-1
User Alex Link
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2 Answers

10 votes

Answer:

infeasible, there is no overlap of all three shaded regions within quadrant 1

Explanation:

Graph the system of inequalities. Then state whether the situation is infeasible, has-example-1
User Jonathan Laliberte
by
8.5k points
13 votes

sorry. The last one i don't know

Graph the system of inequalities. Then state whether the situation is infeasible, has-example-1
Graph the system of inequalities. Then state whether the situation is infeasible, has-example-2
Graph the system of inequalities. Then state whether the situation is infeasible, has-example-3
User Dzeri
by
8.6k points
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