The length of a cuboidal room is 6 metre, breadth is 4 metre and height is 3 metre. In this room how many cubic boxes of 1 metre length can be arranged?
Answers
Length of the Coboidal room = 6 m.
Breadth of the Coboidal room = 4 m.
Height of the Coboidal room = 3 m.
∴ Volume of the Cuboidal room = 6 × 4 × 3
= 72 m³.
Now, For the cube,
Side of the cube = 1 m.
Volume of the cube = (1)³
= 1 m³
Now, Number of the cubic boxes required = Volume of the Room/Volume of 1 cube.
= 72/1
= 72 boxes.
Hence, the number of the boxes is 72.
Hope it helps.
Acc to the ques, the length of a cuboidal room is 6 metre, breadth is 4 metre and height is 3 metre.
The question asked is how many cubic boxes of 1 metre length can be arranged.
firstly, we have to find the volume of the cuboidal room.
Volume = 6 x 4 x 3 = 72 m³.
Number of cubic boxes of 1 metre length that can be arranged = 72 ÷ 1 = 72. [Ans]
You might be wondering why I've divided it by 1. The reason is 1m³ is nothing but the volume of 1 cubic box.