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Q: How do you draw net of cube that holds 125 unit cubes?

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Let n > 1 for an n x n x n cube for the purpose of decomposing the n x n x n cube into unit cubes (1 x 1 x 1). For the above scenario we see that decomposing an n x n x n cube into unit cubes can be thought of dividing an n x n x n cube into unit cubes. When n = 2 we get 8 unit cubes after decomposing. When n = 3 we get 27 unit cubes after decomposing.If necessary to further your understanding I would suggest drawing a picture of a 2 x 2 x 2 cube then divide each of the six-faces by 2 both horizontally and vertically. Then draw a 3 x 3 x 3 cube and then divide each of its six-faces by 3 both horizontally and vertically. Then count the number of unit cubes for both drawings. Again, when n = 2 you should count 8 unit cubes and when n = 3 you should count 27 unit cubes.

A unit in mathematics is the measurement of an object, such as cubes. EXAMPLE: 1 cube is one unit.

By definition, a unit cube has a volume of 1. "Unit" means 1 so if the volume was not 1 it would not be called a unit cube!

No. A cube with sides which are 1 centimetre long or that of 1 inch are both unit cubes, as is a cube with sides of 1 decimetre (volume = 1 litre).

27 of them.

three.1 cube x 1 cube x 18 cubes1 cube x 2 cubes x 9 cubes1 cube x 3 cubes x 6 cubes

That would be: 6 x 5 x 5 = 150 square units where the cube has 6 faces each 5x5 units square (where 5, the linear dimension of the cube as well as the faces, is the cube root of 125).

Volume of 1 cm cube = 1 cubic cm (cc) Volume of 4 cm cube = 4*4*4 = 64 cc So number of unit cubes required = 64

A ft unit cube is 1 cubic foot. Therefore the answer is 2

A cube with an edge length of 6 units has a 216 square unit surface area and a 216 cubic unit volume.

The answer is a unit cube.

125 of them.

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