posted by rebecca .
Quadrilateral ABCD has a perimeter of 26 and sides of integer lengths. If AB=m and BC=CD=DA=n, then what is the difference between the greatest and least possible values of n?
The perimeter is: 3n + m = 26
So: n = (26-m)/3
Thus n must be an integer value such that:
1/3 < n < 25/3
Find the least and greatest integers in the domain