The volume of a cuboidal tank is $1000 m^{3}$ . The length and breadth of the tank are $20 m$ and $10 m$ respectively. The height of the tank is ___ $m$

Open in App

Solution

Volume of a cuboidal tank of length, $l$ , breadth, $b$ , and height, $h$ , is $l \times b \times h$

Here, length, $l = 20 m$

breadth, $b = 10 m$

$\Rightarrow$ Volume $= 20 \times 10 \times h = 200 h$

$\Rightarrow 200 h = 1000$

$\Rightarrow h = \frac{1000}{200} = 5 m$

Hence, the height of the tank $= 5 m$

Suggest Corrections

Similar questions

The capacity of a certain cuboidal tank is 50000 litres of water. Find the breadth of the tank, if its height and length are 10 m and 2.5 m respectively.

The water in a cubical tank (whose dimensions are 10 m) is transferred to completely fill a cuboidal tank of length 5m, breadth 10 m, and height h. Then, the height of the cuboidal tank (in metres) is ___

The water in a cubical tank of side 10m is transferred to completely fill a cuboidal tank of length 5m and breadth 10m and height h. Then the height of the cuboidal tank (in metres) is ___

Q. The water in a cubical tank of side 10 m is transferred to completely fill a cuboidal tank of length 5m and breadth 10m and height h. Find the height of the cuboidal tank (in metres).

The water in a cubical tank of side 10m is transferred to completely fill a cuboidal tank of length 5m and breadth 10m and height 'h' m. The height of the cuboidal tank (in metres) is ___

Join BYJU'S Learning Program

The volume of a cuboidal tank is 1000 m3. The length and breadth of the tank are 20 m and 10 m respectively. The height of the tank is ___ m

Volume of a cuboidal tank of length, l, breadth, b, and height, h, is l×b×h Here, length, l=20 m breadth, b=10 m ⇒ Volume =20×10×h=200h ⇒200h=1000 ⇒h=1000200=5 m Hence, the height of the tank =5 m

The volume of a cuboidal tank is $1000 m^{3}$ . The length and breadth of the tank are $20 m$ and $10 m$ respectively. The height of the tank is ___ $m$