A rectangle having integer length and width has a perimeter of 100 units. What is the number of square units in the least possible area?
+128475 Note that when all sides = 25.....the perimeter = 100 and the area = 25^2 = 625 units^2
Note that when one side is 1 and the other is 49....the perimeter is
2(1 + 49) = 2* 50 = 100
And the area is 1 * 49 = 49 units^2
And this is the least possible area for integer sides with a perimeter of 100
