If the bulk modulus of water is `2.026 X 10^10 "dyne"//cm^2` then what will be the pressure on water so that its volume strain is `1/1000`?

If the surface tension of soap water is 27 dyne/cm then what will be the excess pressure inside the bubble of 3 cm radius.

Find out the pressure of 10 cm deep water column.

The value of Young's modulus for a material is 24 times 10^11 dyn.cm^-2 . What will be the range of the value of its modulus of rigidity?

If the surface tension of water is 7.3xx10^-2 N. m^-1 , then what is the pressure inside a spherical drop of water of radius 10^-3 m?

A stress of 1kg//mm^2 is applied on a wire. If the modulus of elasticity of the wire is 10^10 dyne/ cm^2 , then the percentage increase in the length of the wire will be

"Young's modulus of steel is 2.4times10^12 dyne/ cm^2 "----What do you mean by this: statement?

The density of water at the surface is 1030 kg .m^-3 and bulk modulus of water is 2 times 10^9 N.m^-2 . What is the approximate change in density ( I n kg.m^-3 ) of water in a lake at a depth of 400 m below the surface?

The Young's modulus of a metal is 2 xx 10^(12) "dync/cm"^(2) - and its breaking stress is 11000 kg//"cm"^2 . In case of longitudinal strain the maximum energy that can be stored per cubic metre of this metal is approximately (Assume g = 10 m//s^2 )