Question

there are $4$ separate large boxes, and inside each large box there are $3$ separate small boxes, and inside each of these small boxes there are $2$ separate smaller boxes. how many boxes, counting all sizes, are there altogether?

Answer 1

To find the total number of boxes, you can multiply the number of boxes at each level. In this case, there are 4 large boxes, each containing 3 small boxes, and each small box contains 2 smaller boxes. So the total number of boxes is 24.

Step-by-step explanation:

There are $4$ separate large boxes, and inside each large box there are $3$ separate small boxes, and inside each of these small boxes there are $2$ separate smaller boxes. To find the total number of boxes, we can multiply the number of boxes at each level. There are $4$ large boxes, each containing $3$ small boxes, and each small box contains $2$ smaller boxes. So the total number of boxes is $4 imes 3 imes 2 = oxed{24}$.