Question

Milk in a cubical container can completely fill a cuboidal containers of length 16 cm and width 8 cm. if each side of the cubical container is 8 cm, find the height of the cuboidal container.

PLZZ answer correctly i will mark as Brainliest Answer ​

Answer 1

Answer:

Height of Cuboidal Container= 4 cm

Step-by-step explanation:

We have

Side of Cubical Container = 8 cm

Volume of Cubical Container = (Side) ³

= 8³ cm³

= 512 cm³

Since the Cubical Container can completely fill a Cuboidal Container, their volume must be equal.

Thus, volume of Cuboidal Container = 512 cm³

But, volume of Cuboidal Container = l*b*h

Therefore,

l*b*h = 512 cm³

or h= 512 cm³/l*b

or h= 512cm³/16*8 cm²

or h= 512/128 cm

or h= 4 cm