For a gas sample with N0 number of molecules, function N(V) is given by N(V)=dNdV=(3N0V30)V2 for 0<V<Vo and N(V)=0 for V>V0 where dN is the number of molecules in the speed range V to V+dV. The rms speed of the molecules is

For a gas sample with N0 number of molecules, function N(V) is given b

1.	For a gas sample with N0 number of molecules, function N(V) is given by N(V)=dNdV=(3N0V30)V2 for 0<V<Vo and N(V)=0 for V>V0 where dN is the number of molecules in the speed range V to V+dV. The rms speed of the molecules is
Answer» For a gas sample with $N_{0}$ number of molecules, function $N (V)$ is given by $N (V) = \frac{d N}{d V} = (\frac{3 N_{0}}{V_{0}^{3}}) V^{2}$ for $0 < V < V_{o}$ and $N (V) = 0$ for $V > V_{0}$ where dN is the number of molecules in the speed range $V$ to $V + d V$ . The rms speed of the molecules is

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For a gas sample with N0 number of molecules, function N(V) is given by N(V)=dNdV=(3N0V30)V2 for 0&lt;V&lt;Vo and N(V)=0 for V&gt;V0 where dN is the number of molecules in the speed range V to V+dV. The rms speed of the molecules is

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For a gas sample with N0 number of molecules, function N(V) is given by N(V)=dNdV=(3N0V30)V2 for 0<V<Vo and N(V)=0 for V>V0 where dN is the number of molecules in the speed range V to V+dV. The rms speed of the molecules is