A toy is made up of nesting boxes. The smallest box has dimensions of 102.2 cm by 108.4 cm by 206.1 cm. If the largest box is created by dilating the smallest box by a scale factor of 3.5, what are the largest box's dimensions?

Answer 1

To find the dimensions of the largest box, we need to multiply each dimension of the smallest box by the scale factor of 3.5.

Length of largest box = 102.2 cm * 3.5 = 357.7 cm
Width of largest box = 108.4 cm * 3.5 = 379.4 cm
Height of largest box = 206.1 cm * 3.5 = 721.4 cm

Therefore, the dimensions of the largest box are 357.7 cm by 379.4 cm by 721.4 cm.