Solve Inequality Graphically

Which of the following inequalities represents the shaded area of the above figure?

• $x+y>1$

• $x+y<1$

• $x+y\ge1$

• $x+y\le1$

Which of the following inequalities represents the shaded area of the above figure?

• $x+2y>-1$

• $x+2y<-1$

• $x+2y\ge-1$

• $x+2y\le-1$

Which of the following inequalities represents the shaded area in the figure?

• $y>3x+b$

• $y<3x+b$

• $y\ge3x+b$

• $y\le3x+b$

Which of the following inequalities represents the shaded area in the figure?

• $y>-3x-3$

• $y<-3x-3$

• $y\ge-3x-3$

• $y\le-3x-3$

Which of the following inequalities represents the shaded area in the figure?

• $x-2y>3$

• $x-2y<3$

• $x-2y\ge3$

• $x-2y\le3$

Which of the following inequalities represents the shaded area in the figure?

• $4x-3y>0$

• $4x-3y<0$

• $4x-3y\ge0$

• $4x-3y\le0$