Find the depth of a lake at which density of water will be 10% higher than the density at the surface. Compresssibility of water is `0.00005` per atmosphere. Given average density of sea-water `=1100 kg m^(-3)`

Find the depth of lake at which density of water is 1% greater than that at the surface. Given compressibility k= 50 xx10^(-6) atm^(-1) .

Find the depth of lake at which density of water is 1% greater than that at the surface. Given compressibility k= 50 xx10^(-6) atm^(-1) .

Find the depth of lake at which density of water is 1% greater than that at the surface. Given compressibility k= 50 xx10^(-6) atm^(-1) .

The depth of a lake at which density of water is 2% greater than on surface. [Compressibility of water = 50xx10^(-6) /atm , 1 atm = 10^5N//m^2 ]

If the normal density of sea water is 1.00 g//cm^(3) , what will be its density at a depth of 4km? Given compressibility of water = 0.00005 per atmosphere. 1 atmospheric pressure =10^(6) dyn e//cm^(2), g=980 cm//s^(2) .

The density of water is ........ "kg/m"^3 .

How does the density of sea water change with depth?