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A diving bell has an air space of 3.0m^3 when on the deck of a boat. What is th evolume of the air space when the bell has been lowered to a depth of 50m? Take the mean density of sea water to be 1.025g / cm^3 and assume that the temperature is the same as on the surface.


First I took 1.025g/cm^3 and converted it to kg/m^3. Then I multiplied it by acceleration of gravity so that I could turn it into a pressure. After this I multiplied by 50m to get 50,225 N/m^2, which is 50,225 Pa (P2). Given that STP is 1 bar (10^5 Pa) I designated that P1. V1 is given as 3m^3 so I calculated V2 using P1*V1=P2*V2 but I got an answer that was higher than my original volume which can't be correct.

2007-09-08 16:39:13 · 1 answers · asked by ScienceNut 2 in Science & Mathematics Chemistry

Okay I saw an error in units that I made that put my answer off by 10^-4. I got an answer of 0.597

2007-09-08 17:31:30 · update #1

1 answers

Probably a math mistake somewhere. You're better off playing with atmospheres. 10 meters of water is 1 atm, so for seawater, it height would be 10/1.025. Now you can convert 50 meters "head" to atmospheres, which would be almost 5. So the air space would be cut to about 1/5 th its original volume.

2007-09-08 16:54:51 · answer #1 · answered by cattbarf 7 · 0 0

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