1,000,000 cm or One Million cm
1 000 000 cubes would be held. 1 000 litres of water.
20 cubes
A larger cube that is 1 meter on each side has a volume of (1 , \text{m}^3), which is equivalent to (1,000,000 , \text{cm}^3) (since (1 , \text{m} = 100 , \text{cm})). Each small cube is (1 , \text{cm}^3) in volume. Therefore, a total of (1,000,000) small cubes, each 1 cm on a side, will fit into the larger cube.
If many smaller cubes are combined to form a larger cube, then the surface area of the large cube is: 6 x (length of one side squared)
9
1 000 000 cubes would be held. 1 000 litres of water.
20 cubes
It would take 27 cubes with sides of 2cm.
5*5*5 = 125 of them.
If many smaller cubes are combined to form a larger cube, then the surface area of the large cube is: 6 x (length of one side squared)
9
12
It is more complex than simply dividing 1000 by 10. Consider this: When you put 2 cubes in a row and then another row like that side by side... you get a cube of length 2 times the original length. So basically you are using 4 cubes but you have 4 original + 1 new cube. So you repeat this algo for 1000 cubes and the answer comes out to be closer to 54
The volume of a cube is the length of the side, cubed.The area of a cube is 6 times (the length of a side squared).
Answer = 8. The only small cubes with paint on three faces are those that occupied the corners of the original cube.
Each side would be approximately 6.08 units.
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