Question

Edge of cube = 14 cm
Edge of small cube=2 cm
find no. of small cubes​

Answer 1

Answer:

7 is the answer i hope this help you

Answer 2

Before, finding the answer. Let's find out on how we cam find the answer.

• First, we have to find the Volume of Cube by using the formula of :

$\boxed{\sf Volume \: of \: Cube = (edge)^3}$

• Now, we have to find the Volume of small cube by using the same formula.

• Then, we have to divide the Volume of Big cube with the Small Cube. Like this :

$\sf No \: of \: Small \: Cubes = \dfrac{Volume \: of \:Big \: Cube}{Volume \: of \:Small \: Cube}$

___________________________

Given :

• Edge of Cube = 14 cm
• Edge of Small Cube = 2 cm

To find :

• No of small cubes

Solution :

Volume of Small Cube = (edge)³

                                      = (14)³

                                      = 2744 cm³

∴ Volume of Small Cube is 2744 cm³.

Volume of Big Cube = (edge)³

                                  = (2)³

                                  = 8 cm³

∴ Volume of Big Cube is 8 cm³.

Now,

$\sf No \: of \: Small \: Cubes = \dfrac{Volume \: of \:Big \: Cube}{Volume \: of \:Small \: Cube}$

                            $\sf = \dfrac{2744}{8}$

                            $\sf = 343$

Therefore, 343 small cubes can be fit.