Find the scale factor of a cube with volume 729 ft3 to a cube with volume 2197 ft3

To determine the scale factor, we first get the cube roots of the volumes of the cubes.

(Cube 1) = 729^ (1/3) = 9

(Cube 2) = 2197^ (1/3) = 13

Therefore, the scale factor of these similar polygons is 9:13.

Scale factor = (2197-729) / 729===) Sale factor = 2.014