To determine the smallest cube that could fit in the box based on the length, we must first find the length of the cube's side.
The length of the box is given, but we are not provided with the dimensions of the cube. Therefore, we cannot determine the exact size of the smallest cube that could fit in the box based on the length.
However, if we were to assume that the length of the cube is equal to the length of the box, we could say that the cube's side length would be the same as the box's length.
To find the fraction portion of the length, we would need to convert the total length to a fraction if it's a decimal or mixed number.
As for how many of those cubes could fit along the bottom of the box, if we assume the length of the cube is the same as the length of the box, then only one cube could fit along the bottom of the box.
What is the smallest cube that could fit in this box based on the length? (What is the fraction portion of the number?)
How many of those could fit along the bottom of the cube?
1 answer