Question

A cube of 6 cm is cut into number of cubes each of side 2 cm .The number of cubes formed are​

Answer 1

HEY MATE!!

Total number of cubes formed is 27.

To find:

Number of cubes which can be formed from a cube of side 6 cm.

Solution:

Side of the cube before cutting it into pieces = 6 cm

Volume =6^{3} = 216

Side of the each small cube formed from the 6 cm cube = 2 cm

Volume =2^{3}=8

Let us assume that the number of cubes is N.

As there is no wastage,

Volume of bigger volume is equal to volume of smaller cubes.

216=N\times 8

N= \frac{216}{8}=27\\

Therefore, Number of cubes formed from the bigger cube is 27.

HERE IS UR ANSWER

PLSSSS MARK ME AS BRAINLIEST..........

Answer 2

Answer:

Volume of big cube=s₁³

=6³=216cm³

Volume of small cube=s₂³

=2³=8cm³

Number of cubes formed= volume of big cube/volume of small cube.

=216/8

=27 cubes.

HOPE THIS HELPS :D