A tank with length 10 m. breadth 8 m and depth 6 m is filled with water upto top . If `G=10(m)/(s^2)`. And density of water `=(10009kg)/(m^3)`, then the thrust on the bottom is:

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).

Calculate the pressure due to a water column of height 100 m. (Take g=10 ms^(-2) and density of water =10^(3)kg m^(-3)) .

A water tank is 13 m long, 14 m wide and 10 m deep. It is filled with water to a level of 5 m, what part of the tank is empty?

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?