You can put this solution on YOUR website! The linear inequality divides the coordinate plane into two halves by a boundary line (the line that corresponds to the function). One side of the line contains all solutions to the inequality.
The line is for > and < and for ≥ and ≤.
you have:
.....solve for
The red colored area, the area on the plane that contains all possible solutions to your inequality, and it is called the .
The green line that marks the edge of the bounded area is very logically called the and in your case it is a line .
In this case, all points on the line do satisfy the inequality.
If they didn’t, the boundary line would be dashed and the inequality the inequality would be .
