Question 1098118

The length and width of a rectangle are represented by x+9 and 9-4x. If x must be an integer, what are the possible values for the area of the Rectangle?
<pre>Largest value needed to keep 9 - 4x POSITIVE is 2, as the width would then be 1 (smallest POSITIVE integer).
Smallest value needed to keep x + 9 POSITIVE is - 8, as the length would then be 1 (smallest POSITIVE integer).
In addition, we also have all other integers BETWEEN these 2 values, or: {{{highlight_green(- 8 <= INTEGERS <= 2)}}}
That's it!