An air bubble of volume \[{{v}_{0}}\] is released by a fish at a depth h in a lake. The bubble rises to the standard atmospheric pressure above the lake. The volume of the bubble just before touching the surface will be (density of water is p)

• A. \[{{v}_{0}}\]
• B. \[{{v}_{0}}\left( \rho gh/p \right)\]
• C. \[{{N}_{2}}\]
• D. \[{{v}_{0}}\left( 1+\frac{\rho gh}{p} \right)\]