Question: Consider the following linear programming problem: Max = 1 6 1 + 1 3 2 . . 2 0 1 + 1 0 2 <

Consider the following linear programming problem: Max
=
1
6
1
+
1
3
2
.
.
2
0
1
+
1
0
2
<=
6
0
(
)
,
1
+
2
2
<=
6
(
)
,
1
,
2
>=
0
.
The constraint lines and optimal solution are illustrated in the following figure: What is the lower bound of the
2
coefficient
(
2
)
in the objective function, that doesn't change the optimal solution?
(
Round to one decimal place.
)

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