Answer:
see attached
Step-by-step explanation:
The graph of an inequality on a Cartesian plan is a shaded region on one side of a boundary line.
Boundary line
The boundary line is the graph of the equation that would result by replacing the inequality symbol with an equal sign.
The boundary line is solid if it is included with the shaded region as part of the solution set (inequality is ≤ or ≥). The boundary line is dashed if it is not part of the solution set (inequality is < or >).
The boundary line for this question is ...
y = x -4 . . . . . a slope of +1 through a y-intercept of -4
Shading
The side of the line that is shaded can be determined by looking at one of the variables and the inequality symbol. (Confusion is minimized if a variable is chosen that has a positive coefficient.) Here, we have ...
y < ( ) . . . . . . . shading is below the boundary line, where y-values are lower
( ) < x . . . . . . . shading is right of the boundary line, where x-values are higher
The graphed inequality is shown in the attachment.
