Find the coordinates of the corner points.
2(x1) - 3(x2) >= -8
2(x1) + 6(x2) >= 28
4(x1) + 3(x2) <= 38
x1, x2 >= 0
The objective function is P= 2(x1) + 12(x2). Evaluate it at all the corner points, and find the maximum and minimum.
I'm so confused i'm using Maple TA and it has shown me a feasible region that is supposed to be similar to these inequalities but I don't know how to use my graphing calculator to get the points.
I believe I am making this harder than it should be
2(x1) - 3(x2) >= -8
2(x1) + 6(x2) >= 28
4(x1) + 3(x2) <= 38
x1, x2 >= 0
The objective function is P= 2(x1) + 12(x2). Evaluate it at all the corner points, and find the maximum and minimum.
I'm so confused i'm using Maple TA and it has shown me a feasible region that is supposed to be similar to these inequalities but I don't know how to use my graphing calculator to get the points.
I believe I am making this harder than it should be