Find the decrease in the volume of a sample of water from the following data. Initial volume `=1000 cm^3` initial pressure `=10^5Nm^-2, ` final pressure `=10^5Nm^-2`, compressibility of water `=50xx10^-11m^2N^-1`.

Find the decrease in the volume of a sample of water from the following data. Initial volume =1000 cm^3 initial pressure =10^5Nm^-2, final pressure =10^6Nm^-2 , compressibility of water =50xx10^-11m^2N^-1 .

Find the decrease in the volume of a sample of water from the following data. Initial volume =1000 cm^3 initial pressure =10^5Nm^-2, final pressure =10^6Nm^-2 , compressibility of water =50xx10^-11m^2N^-1 .

Find the decrease in the volume of a simple of water from the following data. Initial volume =2000 cm^(-2) , initial pressure =10^(5) Nm^(-2) , final pressure =10^(6) N^(-1)m^(2) .

What is the bulk modulus (in Pa) of water for the given data: Initial volume =100 litre, pressure increase= 100 atmosphere, final volume =100.5 litre(1 atmosphere =1.013xx10^(5) Pa)

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)

A quantity of a substance in a closed system is made to undergo a reversible process from an initial volume of 3 m^(3) and initial pressure 10^(5) N//m^(2) to a final volume of 5m^(3) . If the pressure is proportional to the square of the volume (i.e,P=AV^(2)) , the work done by the substance will be

When 200ml of water is subjected to a pressure of 2 xx 10^6 Pa. The decrease in its volume is 0.2ml. The compressibility of water is

A quantity of a substance in a closed system is made to undergo a reversibel process from an initial volume of 3 m^(3) and initial pressure 10^(5) N//m^(2) to a final volume of 5m^(3) . If the pressure is proportional to the squre of the volume (i.e,P=AV^(2)) , the work done by the substance will be