If a sample of helium gas at 900 torr and 25°C is allowed to expand from 2.6 L to 5.8 L without changing the temperature, what pressure will the helium gas exert? A)962 torr B)275 torr C)403 torr D)2.01 x 103 torr
@Luigi0210
@ParthKohli
\[PV = nRT?\]
Ok I was using \[P(V_{1}/V _{2)}\] but I'll try that.
Or even\[P \propto T/V\]Using that equation.
I don't know what that equation is? what is the\[\alpha\] sign
Proportional to.
\[PV = nRT\]In this question, \(n\) and \(R\) are constant.
Even \(T\) is constant.
So \(\rm PV = constant \Rightarrow P \propto \dfrac{1}{V}\). There are only so many ways to get the answer to this question. :)
so if n R T are constant what would I put for n?
Nothing. Just ignore them. If n (quantity of helium in moles), R (gas constant) and T (temperature) are constant according to the restrictions in the question, then nRT will also be constant.
From that, you get that \(\rm PV = constant\). Which tells you that \(\rm P\) and \(\rm V\) are inversely proportional. Do you know how to solve proportions?
Oh, and by the way, the formula you posted was correct.
this one P(V1/V2)?
403 torr?
Yes, but let's do it this way:\[\rm PV = constant\]Try plugging in \(\rm P\) and \(\rm V \), you will get the constant.
Seems good. :)
Thanks! should i still try the other way?
Probably not.
k thank you!
No problem.
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