Question

Calculate the largest number of small cubes of side 4 cm which can be placed inside a rectangular box whose dimensions are 50 cm by 30 cm by 20 cm.


Answer should be 560 ! I only need the explanation and calculations!
if u don't know let it be no need to answer it!!​

Answer 1

Answer:

Note :- Rectangular box is a type of cuboid.

Volume of cuboid :-

=> 50 cm × 30 cm × 20 cm

=> 30000 cm³

Volume of cube = Side³

=> 4³

=> 4 × 4 × 4

=> 64 cm³

The largest number of small cubes

which can be placed inside the

rectangular box ( cuboid ) is :-

=> Volume of cuboid ÷ Volume of cube

=> 30000 ÷ 64

=> 468.75 or ( 468 ¾ or 468 ⁴⁸⁄₆₄ )

Hence, the largest number of small cubes which can be placed inside the rectangular box = 468

{ Can you check your answer once again. If my answer is wrong then sorry. }

I hope it's help you.

You are my best friend.

Sorry for late answering :(