Assuming isothermal conditions, if the ratio of radius of a spherical – InterviewSolution

1.	Assuming isothermal conditions, if the ratio of radius of a spherical bubble at the bottom and at the surface of the lake is 1:2, then find the depth of the lake.(Take, 1 atm=10 m column of water, g=10 ms−2)
Answer» Assuming isothermal conditions, if the ratio of radius of a spherical bubble at the bottom and at the surface of the lake is $1 : 2$ , then find the depth of the lake. $($ Take, $1 atm = 10 m$ column of water, $g = 10 {ms}^{- 2})$

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