First subtract 18x from both sides of the equation:
-8y < 45 - 18x
Then divide both sides by -8 (but remember that when you multiply or divide by a
negative number, you need to flip the inequality sign):
  (-8/-8)y > {45/(-8)} -{18x/(-8)}
  y > -5.625 - (-2.25x)
  y
> -5.625 + 2.25x (minus a minus same as plus a plus)
Whenever the inequality is "y >" it is an outside constraint. Which means
the area above the line is shaded. However, choice a shows an inside constraint (shaded below the line).
Choice a is wrong for a second reason as well. The other two constraints x > 0; & y < 0 limit the solution to the fourth quadrant.
However, the shaded portion of choice a is in the first quadrant.
![](slide2d.jpg)
Return to Homepage | Question #10