A tank with length 10 m, breadth 8 m and depth 6 m is filled with water upto top . If `G=10m//s^2`. And density of water `=1000kg//m^3`, then the thrust on the bottom is:

A rectangular tank of length 10m, breadth 5m and depth 6m is full of water. How much water does it contain?

Half of a cuboidal water tank with length of 2· 1 m and breadth of 1·5 m is filled with water. If 630 litres water is poured more into the tank, then calculate the depth of water that will be increased by.

A rectangular tank is 10 m long 5 m broad and 3m high. It is filled to the rim with water of density 10^(3)kgm^(-3). Calculate the thrust at the bottom and walls of the tank due to hydrostatic pressure. Take g=9.8"ms"^(-2).

Half of the cuboidal water tank with length 2.1m and breadth of 1.5m is filled with water. If 630 lit water is poured more into the tank, then calculate and write the depth that will be increased by.

For rain water harvesting a tank of length 10 m, breadth 6 m and depth 3 m is built. What is the capacity of the tank? How many litres of water can it hold?

The length breadth and height of a reactangle tank are 8m, 6m and 2m respectively. It is filled to the rim with a liquid of density of 2 xx 10^(3) kg//m^(3) . Calculate the thrust exerted by the liquid at the bottom and walls of the tank. Take g=9.8 m//s^(2)

A plastic water tank in a place in the shape of a rectangular prism' with length 6 metre. Breadth 4 m and depth 3 m . There is water at a height of 1 m in this tank. a) How many liter of water in it? b) How many litres of water needed. to fill the tank?