Sketch the region of feasible points and solve the linear programming problem.
Maximize C=-3 x+2 y , subject to:
$\begin{array}{r}
x \geq 0 \
y \geq 3 \
x+3 y \leq 18 \
x+y \geq 8
\end{array}$

Question

Sketch the region of feasible points and solve the linear programming problem.
Maximize  C=-3 x+2 y , subject to:
$\begin{array}{r}
x \geq 0 \
y \geq 3 \
x+3 y \leq 18 \
x+y \geq 8
\end{array}$

Quizplus · Accepted Answer

The Answer of Sketch the region of feasible points and solve the linear programming problem.
Maximize  C=-3 x+2 y , subject to:
$\begin{array}{r}
x \geq 0 \
y \geq 3 \
x+3 y \leq 18 \
x+y \geq 8
\end{array}$

Sketch the Region of Feasible Points and Solve the Linear x≥0y≥3x+3y≤18x+y≥8\begin{array}{r}x \geq 0 \\y \geq 3 \\x+3 y \leq 18 \\x+y \geq 8\end{array}x≥0y≥3x+3y≤18x+y≥8​

Sketch the Region of Feasible Points and Solve the Linear $\begin{array}{r}x \geq 0 \\y \geq 3 \\x+3 y \leq 18 \\x+y \geq 8\end{array}$