Given that polygon polygon polygon , find the scaling factor of each of and with respect to .
All three of the polygons are right-angled triangles. Both of the legs of are 5 units long, both of the legs of are 6 units
long, and both of the legs of are 3 units long. The scaling factor of one polygon with respect to another similar polygon is
the ratio of the lengths of corresponding sides. Therefore, the scaling factor of with respect to is , and the scaling
factor of with respect to is .