Time period of an oscillating drop of radius r, density `rho` and surface tension S is `t = K sqrt((rho r^3)/(S))`. Check the correctness of this relation

Time period of an oscillating drop of radius r, density rho and surface tension T is t=ksqrt((rhor^5)/T) . Check the correctness of the relation

Time period of an oscillating drop of radius r, density rho and surface tension T is t=ksqrt((rhor^5)/T) . Check the correctness of the relation

Time period(T) in terms of pressure(P), density( rho ) and surface tension(S) is on basis of dimensional analysis

If the period t of a drop of liquid of density d vibrating under surface tension s is given by the formula t = sqrt(d^(a)r^(b)s^(c )) where r is radius of drop. a =1 and c = -1, the value of b is

A spherical liquid drop is placed on a horizontal plane . A small distrubance cause the volume of the drop to oscillate . The time period oscillation (T) of the liquid drop depends on radius (r) of the drop , density (rho) and surface tension tension (S) of the liquid. Which amount the following will be be a possible expression for T (where k is a dimensionless constant)?

A spherical liquid drop is placed on a horizontal plane . A small distrubance cause the volume of the drop to oscillate . The time period oscillation (T) of the liquid drop depends on radius (r) of the drop , density (rho) and surface tension tension (S) of the liquid. Which amount the following will be be a possible expression for T (where k is a dimensionless constant)?

A spherical liquid drop is placed on a horizontal plane . A small distrubance cause the volume of the drop to oscillate . The time period oscillation (T) of the liquid drop depends on radius (r) of the drop , density (rho) and surface tension tension (S) of the liquid. Which amount the following will be be a possible expression for T (where k is a dimensionless constant)?

A spherical liquid drop is placed on a horizontal plane. A small disturbance causes the volume of the drop to oscillate. The time period of oscillation (T) of the liquid drop depends on radius (r ) of the drop density ( rho ) and surface tension (s) of the liquid. Which among the following will we be a possible expression for T (where k is a dimensionless constant )?

The time period of a soap bubble is T which depneds on pressure p density d and surface tension s then the relation for T is