Basic Question Regarding the Combined Gas Law/Equation

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In the discussion about the combined gas law, it is clarified that temperatures T1 and T2 must be expressed in absolute temperature scales for the equation to work correctly. While Kelvin is the preferred unit due to its direct relationship with the absolute zero point, other scales like Fahrenheit or Celsius can be used if they are adjusted accordingly. For Fahrenheit, an adjustment to a zero point that represents absolute zero is necessary. The conversation emphasizes that using Kelvin simplifies calculations and ensures accuracy in gas law applications.
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Hello All,
I was wondering, in the combined gass law \frac{p_{1}V_{1}}{T_{1}}=\frac{p_{2}V_{2}}{T_{2}} Does T_{1} and T_{2} have to be in kelvins, or can they be any other unit of temperature as long as a consistency of units is used?

Thanks
 
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Hello Denyven! :smile:

They could be in degrees Fahrenheit, provided it was adjusted to º F0, say, where absolute zero is at 0º Fo. :wink:

Without that adjustment, the equation just won't work. :redface:
 
Just to let you know, as Kelvin is the Celsius scale with the origin at zero, so Rankine is the Fahrenheit scale with the origin at zero.

However, the scale must be set up so that the absolute coldest temperature is zero.
 
You could represent it in, say, celcius. Then you would have \frac{pV}{T(K)}=\frac{pV}{T(^\circ C)-273.15}. You could do it similarily with Fahrenheit if you want, but for simple equations, use the kelvin scale.
 
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