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This has been bugging me for a while now.
Mathematically, the Ideal Gas law can be stated as: PV = nRT, which is essentially a combination of Boyle's Law (P1V1 = P2V2; P and V are inversely proportional), Charles Law (V1/T1 = V2/T2; V and T are directly proportional) and Avogadros' Law (n1/ V1 = n2/V2; n and V are directly proportional).
Theoretically, The Ideal Gas states that in order for a gas to be ideal, it must have -
a) no volume
b) no intermolecular forces
Then it goes on to say that a gas acts most ideal at Low Pressure and High Temperature. My question is this - according to the mathematical formula, a low pressure gives a HIGH volume (since P and V are inversley related). But the theory states that a gas has to have NO (or negligible) volume in order to be ideal.
Aren't they contradicting each other?
Like I said above, this has been bugging me for a while now. I would really appreciate it if anyone can clear this up.
Thank You
Mathematically, the Ideal Gas law can be stated as: PV = nRT, which is essentially a combination of Boyle's Law (P1V1 = P2V2; P and V are inversely proportional), Charles Law (V1/T1 = V2/T2; V and T are directly proportional) and Avogadros' Law (n1/ V1 = n2/V2; n and V are directly proportional).
Theoretically, The Ideal Gas states that in order for a gas to be ideal, it must have -
a) no volume
b) no intermolecular forces
Then it goes on to say that a gas acts most ideal at Low Pressure and High Temperature. My question is this - according to the mathematical formula, a low pressure gives a HIGH volume (since P and V are inversley related). But the theory states that a gas has to have NO (or negligible) volume in order to be ideal.
Aren't they contradicting each other?
Like I said above, this has been bugging me for a while now. I would really appreciate it if anyone can clear this up.
Thank You