Math, asked by 00222011, 8 months ago

A cuboidal container is 50 cm long and 20 cm wide. What should be its height to hold 6 litre of water?​

Answers

Answered by bhagyashreechowdhury
17

Given:

A cuboidal container is 50 cm long and 20 cm wide.

To find:

What should be its height to hold 6 litres of water?​

Solution:

The dimensions of the cuboidal container:

Length, L = 50 cm

Width, W  = 20 cm

Let "H" represents the height of the cuboidal container.

We have,

\boxed{\bold{1 \:litre = 1000 \:cm^3}}

∴ The holding capacity of the container = Volume of the cuboidal container = 6 litres = 6 × 1000 = 6000 cm³

The formula of the volume of a cuboid is as follows:

\boxed{\bold{Volume \:of\:cuboid = Length\times Width \times Height  }}

Now, on substituting the given values in the formula of the volume of a cuboid above, we get

6000 = 50 \times 20 \times H

\implies 6000 = 1000 \times  H

\implies \bold{ H = 6 \:cm }

Thus, the height of the cuboidal container should be 6 cm to hold 6 litres of water.

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Answered by sushmadeepak26
6

Answer:

6 cm is the write answer

Hope it will help

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