From a cube with an edge of 24 meters, a rectangular parallelepiped is cut with a length and width of 0.8 m

From a cube with an edge of 24 meters, a rectangular parallelepiped is cut with a length and width of 0.8 m and 1 Find the volume of the remaining part of the cube.

1. First, let’s calculate the volume of this cube:

24 ^ 3 = 13824 m ^ 3.

2. Since it is indicated that a rectangular parallelepiped 0.8 meters long and 1 meter wide was cut from the cube, and its height is not indicated, we will mean that the height of the cut parallelepiped is equal to the edge of the cube.

3. Find the volume of the rectangular parallelepiped:

24 x 0.8 x 1 = 19.2 m ^ 3.

4. Now let’s calculate the area of the remaining part of the cube:

13824 – 19.2 = 13804.8 m ^ 3.

Answer: the rest of the cube has a volume of 13804.8 m ^ 3.