Find the volume of the entire parallelepiped, consisting of 12 small parallelepiped, if the dimensions

Find the volume of the entire parallelepiped, consisting of 12 small parallelepiped, if the dimensions of the small parallelepiped are 3 cm, 6 cm, 9 cm.

1. Let’s calculate the volume of a small parallelepiped by multiplying its length, height and width:
Volume 1 = 3 * 6 * 9 = 3 * 54 = 162 cm3.
2. Now let’s increase the volume of the small box by 12 times to get the volume of the big box:
Volume 2 = 12 * 162 = 1944 cm3.
Answer: the volume of a large parallelepiped is 1944 cm3.