# How do you graph the inequality  x+y<-1?

Draw the line through $\left(0 , - 1\right) \mathmr{and} \left(- 1 , 0\right)$. Shade the region beneath this line and enter therein $x + y < - 1$.
Here, $y < - x - 1$.
For any x, y below $y = - x - 1 , y < - x - 1$