Question

find the point that maximizes the objective functions p=2x+5y using the constraints x>=0,y>=0 y>=10-2xy<=7-1/2x

Answer 1

We have that:

`x=\frac{-5+\sqrt[]{25-4\cdot3\cdot-2}}{6}=\frac{-5+\sqrt[]{49}}{6}=(-5+7)/(6)=(2)/(6)=(1)/(3)`

and

`x=(-5-7)/(6)=(-12)/(6)=-2`