QuestionFind the corner points for the inequalities: $x + y \geq 1$, $x \leq 2$, $y \leq 4$, $x \geq 0$, $y \geq 0$.

Studdy Solution
The seventh corner point is the intersection of the lines $x =0$ and $y =0$. But this point is not in the feasible region as it does not satisfy the inequality $x + y \geq$. So, there is no corner point at this intersection.
So, the corner points of the system of inequalities are $(0,)$, $(2,4)$, and $(2,0)$.