The length, breadth, and height of a tank are $3 m, 2 m$ and $6 m$ respectively. What is the volume of the tank in $m^{3}$ ?

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Solution

Given:-
Length of the tank, $l = 3 m$
The breadth of the tank, $b = 2 m$
Height of the tank, $h = 6 m$

Volume of cuboid is equal to product of length, breadth and height. So,
$Volume of tank = l \times b \times h$
$= (3 \times 2 \times 6)$
$= 36 m^{3}$

Hence, the volume of the tank is equal to $36 m^{3} .$

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The length, breadth, and height of a tank are 3 m,2 m and 6 m respectively. What is the volume of the tank in m3?

Given:-Length of the tank, l=3 mThe breadth of the tank, b=2 mHeight of the tank, h=6 mVolume of cuboid is equal to product of length, breadth and height. So,Volume of tank=l×b×h =(3×2×6) =36 m3Hence, the volume of the tank is equal to 36 m3.

The length, breadth, and height of a tank are $3 m, 2 m$ and $6 m$ respectively. What is the volume of the tank in $m^{3}$ ?