Frequency is the function of density `(rho)` , length `(a)` and surface tension `(T)` . Then its value is

Frequency is the function of density rho , length lambda and tension T . The period of oscillation is proporttional to

The dependency of speed of water surface waves (capillary waves) on the density of water (rho) their wavelength (lambda) and surface tension (gamma) is -

The frequency (V) of an oscillatingj drop may depends upon radius (r ) of the drop density (rho) of liquid and the surface tension (S) of the liquid. Deduce of formula dimensionally.

A sphere of density rho is half submerged in a liquid of density sigma and surface tension T. The sphere remains in equilibrium. Find radius of the sphere (assume the force due to surface tension acts tangentially to surface of sphere)

A sphere of density rho is half submerged in a liquid of density sigma and surface tension T. The sphere remains in equilibrium. Find radius of the sphere (assume the force due to surface tension acts tangentially to surface of sphere)

The correct graph between the frequency n and square root of density rho of a wire, keeping its length, radius and tension constant, is

Which one of the following graphs indicate the variation between the frequency n and square root of density (rho) of a wire, keeping its length , radius and tension constant, is :