Maximize and minimize $p = 3 x - y$ subject to
$\begin{array} { l }
x + y \geq 2 \
x - y \leq 2 \
x - y \geq - 2 \
x \leq 12 , y \leq 12
\end{array}$
Max: $p =$ __________, $x =$ __________, $y =$ __________

Min: $p =$ __________, $x =$ __________, $y =$ __________

Question

Maximize and minimize $p = 3 x - y$ subject to
​ $\begin{array} { l } 
x + y \geq 2 \
x - y \leq 2 \
x - y \geq - 2 \
x \leq 12 , y \leq 12
\end{array}$ ​
Max: $p =$ __________, $x =$ __________, $y =$ __________
​
Min: $p =$ __________, $x =$ __________, $y =$ __________

Quizplus · Accepted Answer

The Answer of Maximize and minimize $p = 3 x - y$ subject to
​ $\begin{array} { l } 
x + y \geq 2 \
x - y \leq 2 \
x - y \geq - 2 \
x \leq 12 , y \leq 12
\end{array}$ ​
Max: $p =$ __________, $x =$ __________, $y =$ __________
​
Min: $p =$ __________, $x =$ __________, $y =$ __________

Maximize and Minimize p=3x−yp = 3 x - yp=3x−y Subject to ​

Maximize and Minimize $p = 3 x - y$ Subject to