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

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 (a) and surface tension (T) . Then its value is

Define frequency and period of oscillation.

The speed (v) of ripples on the surface of waterdepends on surface tension (sigma) , density (rho) and wavelength (lambda) . The square of speed (v) is proportional to

The speed (v) of ripples on surface of water depends upon the surface tension (sigma) density rho and wave length (lambda) the speed v is proportional to

The system of simple pendulum is immersed in liquid of a density rho_(l) . Prove that its new period of oscillation inside the liquid will be T = 2pi sqrt((l)/(g(1-(rho_(l))/(rho_(s))))) where rho_(s) is density of bob.

The time period of a simple pendulum in air is T . Now the pendulum is submerged in a liquid of density (rho)/(16) where rho is density of the bob of the pendulum. The new time period of oscillation is.

The time period of a simple pendulum in air is T . Now the pendulum is submerged in a liquid of density (rho)/(16) where rho is density of the bob of the pendulum. The new time period of oscillation is.

v,T, rho and lambda denote ,surface tension, mass density and wavelength, respectively In an experiment v depends on T,p and lambda respectively .The value of v is proportional to