A bubble of air is rising up through the ocean. When it is at a depth of 22.0 m below the surface, where the temperature is 5.00°C, its volume is 1.10 cm3. What is the bubble's volume (in cm3) just before it hits the ocean surface, where the temperature is 20.0°C? Assume the average density of sea water is 1,025 kg/m3. ]

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Chapter1: Units, Trigonometry. And Vectors
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Physics: Temperature

[ A bubble of air is rising up through the ocean. When it is at a depth of 22.0 m below the surface, where the temperature is 5.00°C, its volume is 1.10 cm3. What is the bubble's volume (in cm3) just before it hits the ocean surface, where the temperature is 20.0°C? Assume the average density of sea water is 1,025 kg/m3. ]

May I ask for some help in setting this problem up and what equations I should use, please? I have not been taught fluid dynamics, and that is not being taught in the current chapter, so I am not sure how to relate the depth and density to the gas law parts.

Also, is it correct to assume I'll be using PV = nRT in this problem, and/or some variation of P1V1/T1 = P2V2/T2?

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