Question

external dimensions of a closed wooden box are 62 CM 30 cm and 18cm if the box is made of 2 cm thick wood find the capacity of box

Answer 1

External dimensions of the box = 62 cm , 30 cm and 18 cm

It is given in the statement that the box is made up of 2 cm thick wood.

And we have to find the capacity of the box.

So , reduce 4 cm from every dimension :

Length = 62 cm - 4cm = 58 cm

Breadth = 30 cm - 4 cm = 26 cm

Height = 18 cm - 4 cm = 14 cm

And we know very well that the formula to find the capacity of volume of a cuboid is = Length × Breadth × Height

Using this formula , the capacity of the given box =

58 cm × 26 cm × 14 cm

= 21112 cm³

The required capacity of the given box is 21112 cm ³.

Answer 2

Solution:-

Dimensions of the Closed Wooden box are 62cm , 30cm & 18cm.

Given that the Box is made of 2cm thick wood.

To Find the Capacity of the Box, we need to Subtract 4cm from its Dimensions.

=> New Dimensions of the Wooden box are 58cm, 26cm & 14cm.

Now,

Capacity of the Box = Volume of the Box.

=> Volume of Cuboid = Length × Breadth × Height

=> 58 × 26 × 14

=> 21,112 cm³.

Hence, The Capacity of the Cuboidal Box is 21,112 cm³.