" he depth of a lake at which density of water is "2%" greater than on surface.[Compressibility of water "=50times10^(-6)/atm;1atm=10^(5)N/m^(2)]

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 ]

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) .

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)

The compressibility of water is 46.4 xx 10^(-6)//atm . This means that

What is the decrease in volume of one litre of water when a pressure of 10 atm is applied ? Given that the compressibility of water is 5 xx 10^(-10) m ^(2) N^(-1)

An air bubble of radius 0.1 mm is ready to leave the surface of a lake. Then the pressure inside in N//m^(2) is (Surface tension of water : 70 xx 10^(-3) N/m, 1 atm = 1 xx 10^(5) N//m^(2) )