Minimize
g
=
6
x
+
8
y
\displaystyle {g}={6}{x}+{8}{y}
g
=
6
x
+
8
y
Subject to
7
x
+
2
y
≥
69
−
3
x
+
4
y
≥
−
15
4
x
+
6
y
≤
88
x
≥
0
y
≥
0
\displaystyle {\left.\begin{array}{ccc} {7}{x}+{2}{y}&\ge&{69}\\-{3}{x}+{4}{y}&\ge&-{15}\\{4}{x}+{6}{y}&\le&{88}\\{x}&\ge&{0}\\{y}&\ge&{0}\end{array}\right.}
7
x
+
2
y
−
3
x
+
4
y
4
x
+
6
y
x
y
≥
≥
≤
≥
≥
69
−
15
88
0
0
Minimum is
at
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