How Does Temperature and Volume Affect Gas Pressure?

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In summary, the conversation discusses the use of the combined gas law to calculate the pressure of hydrogen gas after it is transferred to a larger flask and cooled to a lower temperature. The formula P1V1/T1 = P2V2/T2 is used, with the given values of 1.0 atm, 350 ml, 373 K, 4.0 lit, and 298 K. The result is a pressure of 0.070 atm.
  • #1
PhysicsNoob88
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Question: A sample of hydrogen gas, collected at 100 C and 1.0 atm., has a volume of 350 ml (0.350 lit.). What will be the pressure after it is transferred to a 4.0 lit. flask and cooled to 25 C? (temp must be in degrees of Kelvin)

I had assumed using the formula V2 = P1 X V1 / P2 but i am not getting anything that makes sense. I think its two formulas needed but am not sure. Any assistance would be greatly apperciated
 
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  • #2
Go to your favorite search engine and type in "combined gas law".

Think that will help.

Best of health.

Steve
 
  • #3
[tex] pV = nRT [/tex]. Look at the values given. Which ones are being kept constant?
 
  • #4
Smith4046 said:
Go to your favorite search engine and type in "combined gas law".

Think that will help.

Best of health.

Steve

Thanks! That did the trick alright :biggrin:
 
  • #5
Can someone verify this is correct?

P1V1/T1 = P2V2/T2
(1.0atm)(.35lit)/(373K) = P(4.0lit)/(298K)
(104.3) = (1492)P
.070atm = P
 
  • #6
thats correct
 
  • #7
thanks! just making sure :)
 

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