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Prove that P = 1/3pv2. |
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Answer» We know that, root mean square velocity v = \(\sqrt\frac{3RT}M\) \(\because\)Pv = nRT n = 1 v = \(\sqrt\frac{3pv}M\) v = \(\sqrt\frac{3pv}{M/v}\) v = \(\sqrt\frac{3p}p\) v2 = \(\frac{3p}p\) p = \(\frac13pv^2\) |
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