Ideal Gas Question Please do help I'm befuddled

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In the discussion, a user presents a problem involving two identical vessels connected by a tube, where one vessel's temperature is increased, and they seek to determine the final total pressure. The initial assumption was that the pressure in each vessel is 0.5p, but this was challenged as incorrect since both vessels initially have a pressure of p. The suggestion to use Dalton's Law was deemed inappropriate, with a preference for the combined gas law, which relates pressure, volume, and temperature more effectively. The correct final total pressure, after heating vessel Y, is identified as 1.33p. The conversation emphasizes the importance of using the right gas law for such calculations.
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There are 2 identical vessels X and Y and they are connected like this by a tube of negligible volume:

X==========Y


they have a pressure of p and same temperature of T


Y is then heated, increasing it's temperature from T to 2T.

what is the final total pressure in terms of p?






I used Dalton's Law, so I assumed that the pressure in each vessel was actually 0.5p. I then used the equation

PfVf = PxVx + PyVy

but I could never get the answer which is 1.33p! ):





Could someone please help? Thank you very much! (:
 
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I don't think Dalton's law is the best approach. Dalton's law deals with mixtures of different gasses and the partial pressures of each component. I think a better approach would be to use the combined gas law, PV/T = constant. This law relates pressure, volume, and temperature, which Dalton's Law does not.
 
Also, why is the pressure in each vessel 0.5p? The question says that it's p.
 
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