How Does Temperature and Volume Affect Gas Pressure?

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The discussion revolves around calculating the pressure of a hydrogen gas sample after changing its volume and temperature. The user initially struggled with the correct formula but was advised to use the combined gas law, which relates pressure, volume, and temperature. After applying the formula P1V1/T1 = P2V2/T2, the user successfully calculated the new pressure to be 0.070 atm. The importance of converting temperature to Kelvin was emphasized, and the final calculation was confirmed as correct. Understanding the combined gas law is essential for solving such gas pressure problems.
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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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Go to your favorite search engine and type in "combined gas law".

Think that will help.

Best of health.

Steve
 
pV = nRT. Look at the values given. Which ones are being kept constant?
 
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:
 
Can someone verify this is correct?

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