The period $T$ of a soap bubble under $SHM$ is given by $T=P^a{D}^b{S}^c$, where $P$ is pressure, $D$, is density and $S$ is surface tension. Then the values of $a,b$ and $c$ are

The time period of a body undergoing simple harmonic motion is given by $T=p^a{D}^b{S}^c$, where p is the pressure, D is density and S is surface tension. The values of a, b and c respectively are

A gas bubble, from an explosion under water, oscillates with a period proportional to $P^a{d}^b{E}^c$, where P is the static pressure , d is the density and E is the total energy of the explosion. Find the values of a,b and c.

A gas bubble from an explosion under water oscillates with a period $T$ proportional to $P^a{d}^b{E}^c$, where $P$ is the pressure, $d$ is density of water and $E$ is the total energy of the explosion. Find the value of a,b and c.

If the period $\text{'}T\text{'}$ of a drop under surface tension $\text{'}s\text{'}$ is given by $T=\sqrt{d^a{r}^b{S}^c}$ where $d$ is the density , $r$ is the radius of the drop. If $a=1,c=-1$ then the value of $b$ is

A gas bubble, from an explosion under water, oscillates with a period proportional to $P^a{d}^b{E}^c$, where P is the static pressure , d is the density and E is the total energy of the explosion. Find the values of a,b and c.

A gas bubble , from an explosion under water , oscillates with a period T proportional in $P^a{D}^b{E}^c$ , where p is the static pressure , d is the density of water and E is the total energy of the explosion . Find the value of$a,b$ and$c$ .

A gas bubble , from an explosing under water , oscillates with a period T proportional in $P^0{D}^0{E}^0$ , where p is the static prossure , d is the density of water and E is the total energy of the explosion . Find the value of$a,b$ and$c$ .

Excess pressure inside a soap bubble of radius r and surface tension T is

A dubble under water oscillates with period T, which is proportional to $p^{-5/6},d^{1/2}{E}^Y,$ where p is pressure, d is density and E is energy. The value of $\gamma$ is -

If R is the radius of a soap bubble and S its surface tension, then the excess pressure inside is