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Mathematics
Mathematics
Problem
For the inequalities
x
+
y
≥
3
,
x
+
2
y
≤
k
,
x
≥
0
,
y
≥
0
,
x + y \ge 3,\; x + 2y \le k,\; x \ge 0,\; y \ge 0,
x
+
y
≥
3
,
x
+
2
y
≤
k
,
x
≥
0
,
y
≥
0
,
determine the least value of
k
k
k
that makes the feasible region non-empty.
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