Understanding the Ideal Gas Law in Solving Pressure-Volume Problems

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The discussion focuses on solving pressure-volume problems using the Ideal Gas Law, specifically the equation PV=nRT. To find the volume at a pressure of 500 torr, the constant k must be determined, which is dependent on temperature and not provided in the initial query. The relationship between pressure, volume, temperature, and the number of moles is emphasized, indicating that without knowing k, the volume cannot be accurately calculated. The Ideal Gas Law can be applied to find one variable if all others are known or held constant. Additional information is required to solve the problem effectively.
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Need help for a friend...Easy

I took physics last year at HS. and my buddy is asking me for help and I can't remember any of this. Here is what I know

What is the value for volume for a pressure of 500 torr?
y= volume 160
k= constant
x= pressure 500

y=k/x


what is k the constant ?
 
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Are you given that the volume is 160 (units?) and need k? In that case solve for k by multiplying by x on both sides to get k=yx. Above the equations you ask what the volume is, which confuses me a little. If you do not know k, you can't find the volume, since k will depend on the temperature.
 
Are you talking about PV=nRT? (P=pressure, V=volume, n=# of moles, R=universal gas constant, T=temp.)
 
So the idea is there will be some function relating pressure, volume, temperature (absolute), and number of entities. The ideal gas approximation is often used in simple problems and asserts that
PV/nT=R
where
P=pressure
V=volume
n=number of entities
T=temperature (absolute)
this also means that
P1V1/n1T1=P2V2/n2T2
so one variable can be found if all others are known, or known to not change.
For your question more information is needed.
 
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