The feasible region of a maximization problem shown is determined by
12x+5y<=180
5x+4y<=98
x^3 0,y=>0
which of the following objective functions has its maximum value at (0,24.5)?
My answer is z=32x+16y is this right, from a list of possible answers.
a.z=26x+20y
b.z=32x+16y
d.z=20x+25y
d.z=24x+8y
12x+5y<=180
5x+4y<=98
x^3 0,y=>0
which of the following objective functions has its maximum value at (0,24.5)?
My answer is z=32x+16y is this right, from a list of possible answers.
a.z=26x+20y
b.z=32x+16y
d.z=20x+25y
d.z=24x+8y