The graph shows a solid horizontal boundary line with the region BELOW it shaded. Which inequality does the graph represent?
Is the point (−3, −6) a solution of the inequality y<2x+3y<2x+3y<2x+3?
The graph shows the solid boundary line y=xy=xy=x with the region BELOW it shaded. Which inequality does the graph represent?
Is the point (−4, −2) a solution of the inequality y≥3x+2y\ge3x+2y≥3x+2?
When graphing the inequality y<x+4y<x+4y<x+4, how should the boundary line be drawn?
Is the point (−1, 5) a solution of the inequality y>3x−4y>3x-4y>3x−4?
Is the point (−3, 1) a solution of the inequality y>2x+1y>2x+1y>2x+1?
When graphing the inequality y≤3x−2y\le3x-2y≤3x−2, how should the boundary line be drawn?
Is the point (−3, 3) a solution of the inequality y≤−3x−3y\le-3x-3y≤−3x−3?
Is the point (−3, −1) a solution of the inequality y>2x+1y>2x+1y>2x+1?
Is the point (−4, 3) a solution of the inequality y<−3x+3y<-3x+3y<−3x+3?
Is the point (1, −3) a solution of the inequality y<x−3y<x-3y<x−3?