A cubical tank can hold $64, 000$ litres of water. Find the length of the side of the tank.

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Solution

The cubical tank holds $= 64, 000$ litres of water = volume of the cubical tank.

As we know that, Volume = length $^{3}$

Then length $= \sqrt[3]{64000} = 40 m$

Hence the side of the tank is $40 m$

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A cubical tank can hold 64,000 litres of water. Find the length of the side of the tank.

The cubical tank holds =64,000 litres of water = volume of the cubical tank.As we know that, Volume = length3 Then length =3√64000=40 mHence the side of the tank is 40 m

A cubical tank can hold $64, 000$ litres of water. Find the length of the side of the tank.

The cubical tank holds $= 64, 000$ litres of water = volume of the cubical tank.

As we know that, Volume = length $^{3}$

Then length $= \sqrt[3]{64000} = 40 m$

Hence the side of the tank is $40 m$