use the formula s^2 to find the area of a square when s is equal to one side length of the square. find the area of a square that has a side length of 8/15
To find the area of a square using the formula s^2, where s represents the side length of the square, we substitute the value of s into the formula.
So, when the side length (s) is equal to 8/15, the area (A) of the square can be found as follows:
A = (8/15)^2
To square a fraction, you multiply the numerator by itself and the denominator by itself.
A = (8/15) * (8/15)
A = 64/225
Therefore, the area of a square with a side length of 8/15 is 64/225.