Solve the following linear programming model graphically:$mamizeZ=3x_1+6x_2$

subject to

$3x_1+2x_{2}18$

$x_1+x_{2}5$

$x_{1}4$

$x_1,x_{2}0$

Below is the chart for the above formulation

What are the corner points for the Maximization problem?

VERY IMPORTANT

For your answers to receive credit, for the corner points, you MUST enter the values in increasing

values of $x$ and then $Y.$ For example,

$mamizeZ=5x_1+8x_2$

subject $to$

$3x_1+5x_{2}50$

$2x_1+4x_{2}40$

$x_{1}8$

$x_{2}10$

$x_1,x_{2}0$

Give the procedure of how to get the corner point for maximization problem