Question

The inner length, width and height of the rectangular tank is 2m, 1m and 80cm respectively. Then, what will be the height of the water level, if the tank contains 1200 litre of water?​

Answer 1

Answer:

The tank’s volume is the maximum volume of water that it can store

so volume of tank is : L*B*H;

where L= 1m , B= 80cm =.8m , H= 120cm =1.2m

hence volume of tank in m^3 is = 1*(.8)*(1.2) = .96m^3

hence volume in litres is = .96 *1000 = 960 Litres ….. (because 1m^3 = 1000 Litres)

so it can store 960 litres of water…

hope that helps…:)

Answer 2

Height of water level is 0.03 cm.

• The capacity of a rectangular tank is its volume, which denotes how much liquid, or conditionally, how much material, it can store or how much liquid can be immersed in it. A rectangular tank has a cuboidal or rectangular shape. In order to compute the volume or capacity of a rectangular tank, a formula similar to that used to determine the volume of a cuboid or rectangular box can be used. A rectangular tank's volume is expressed in cubic units.
• The amount of liquid that can be contained by a rectangular tank is referred to as its volume. The rectangular tank has a cuboid-shaped length, width, and height.

Here, according to the given information, a rectangular tank is given.

Now, the tank contains 1200 litre of water.

This means that, if height of the water level is x, then,

$2.2.x = 1200.10^{6} = 0.0012$

Or, x = 0.0003 m = 0.03 cm.

Hence, height of water level is 0.03 cm.

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