The time of oscillation of a small drop of liquid under surface tension depends upon the density `rho`, radius r and surface tension S as :
`T prop rho^(a) S^(b) r^(c)`
find out a, b and c.

The time of oscillation of a small drop of liquid under surface tension depends upon density rho, radius r and surface tension, s, as T alpha rho^a s^b r^c , then the decending order of a, b and c is

The time period of oscillation T of a small drop of liquid under surface tension depends upon the density rho , the radius r and surface tension sigma . Using dimensional analysis show that T prop sqrt((rhor^(3))/(sigma))

The time of oscillation of t of a small drop of a liquid under surface tension depends upon the density d, the radius r and the surface tensions s. Prove dimensionally that t infty sqrt(dr^3//s)

Internal pressure inside a liquid drop of radius r and surface tension T is