Question

The volume of a wooden block is 1440 cm^3. If its length and breadth are respectively 36 cm and 8 cm, what is its height?​

Answer 1

Answer:

The Height of the wooden block is 5 cm.

Step-by-step explanation:

Given:

Volume of the wooden block = 1440 c$m^{3}$

Length of the wooden block = 36 cm

Breadth of the wooden block = 8 cm

Formula to find the volume of a wooden block = Length * Breadth * Height

Height of the wooden block = ?

So, By putting the value of the measurements we know in the formula to find the volume of the wooden block:

=> Length * Breadth * Height = Volume

=> 36 * 8 * Height = 1440

=> 288 * Height = 1440

=> Height = 1440 / 288 = 5

=> 5 cm

Therefore, the Height of the wooden block is 5 cm.

Answer 2

SOLUTION:-

Given:

•The volume of a wooden block is 1440cm³.

•If its length & breadth are 36cm & 8cm

To find:

The height.

Explanation:

Definition of the Cuboid:

•A Cuboid has 6 rectangular faces.

•It has 8 vertices & 12 edges.

Formula of the volume of wooden Block:

Volume: The volume of a cuboid is l×b×h

• l= Length
• b= Breadth
• h= Height

We have,

•Length= 36cm

•Breadth= 8cm

•Volume of wooden box= 1440cm³

According to the question:

=) 36cm× 8cm × H= 1440cm³

=) 288cm² × H= 1440cm³

$H = \frac{1440 {cm}^{3} }{288 {cm}^{2} } \\ \\ H = 5cm$

Thus,

The height of the wooden block is 5cm.